[FreeCourseLab.com] Udemy - Become a Calculus 3 Master -移花宫-武林禁地，闲人禁止入内

[FreeCourseLab.com] Udemy - Become a Calculus 3 Master

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[FreeCourseLab.com] Udemy - Become a Calculus 3 Master

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最近下载：2025-10-01

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文件列表

33. Vectors - Arc length and curvature/18. Normal and osculating planes.mp4 153.0 MB
40. Vectors - Stokes' and divergence theorem/4. Divergence theorem.mp4 64.4 MB
6. Partial Derivatives - Limits and continuity/7. Precise definition of the limit for multivariable functions.mp4 57.3 MB
40. Vectors - Stokes' and divergence theorem/2. Stokes' theorem.mp4 38.6 MB
18. Multiple Integrals - Approximating double integrals/2. Approximating double integrals with rectangles.mp4 37.8 MB
48. Differential Equations - Second-order nonhomogeneous/11. Variation of parameters, Cramer's rule.mp4 35.9 MB
25. Multiple Integrals - Triple integrals in spherical coordinates/6. Changing triple integrals to spherical coordinates.mp4 35.3 MB
3. Partial Derivatives - Sketching graphs and level curves/2. Sketching level curves of multivariable functions.mp4 32.8 MB
43. Differential Equations - Separable differential equations/15. Orthogonal trajectories.mp4 31.6 MB
19. Multiple Integrals - Double integrals/19. Changing the order of integration.mp4 31.2 MB
51. Differential Equations - Advanced Laplace transforms/3. Convolution integrals and initial value problems.mp4 29.1 MB
50. Differential Equations - Methods of Laplace transforms/5. Laplace transforms and integration by parts.mp4 28.7 MB
15. Partial Derivatives - Optimization/12. Extreme value theorem, example 2.mp4 28.4 MB
17. Partial Derivatives - Lagrange multipliers/8. Three dimensions, two constraints.mp4 28.1 MB
37. Vectors - Curl and divergence/4. Potential function of a conservative vector field, three dimensions.mp4 27.6 MB
15. Partial Derivatives - Optimization/11. Extreme value theorem.mp4 27.1 MB
35. Vectors - Line integrals/3. Line integral of a curve.mp4 24.7 MB
35. Vectors - Line integrals/17. Open, connected, and simply-connected.mp4 24.4 MB
29. Vectors - Dot products/15. Acute angles between the curves.mp4 24.3 MB
31. Vectors - Vector functions and space curves/11. Projections of the curve.mp4 24.1 MB
16. Partial Derivatives - Applied optimization/3. Maximum volume of a rectangular box inscribed in a sphere.mp4 23.5 MB
35. Vectors - Line integrals/13. Independence of path.mp4 23.2 MB
39. Vectors - Surface integrals/3. Surface integrals, example 2.mp4 22.7 MB
19. Multiple Integrals - Double integrals/6. Iterated integrals.mp4 22.7 MB
48. Differential Equations - Second-order nonhomogeneous/9. Variation of parameters, system of equations.mp4 22.0 MB
46. Differential Equations - Linear differential equations/3. Linear differential equations.mp4 21.4 MB
35. Vectors - Line integrals/10. Potential function of a conservative vector field to evaluate a line integral.mp4 21.2 MB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/6. Changing triple integrals to cylindrical coordinates.mp4 20.5 MB
42. Differential Equations - Euler's method/3. Euler's method.vtt 20.3 MB
42. Differential Equations - Euler's method/3. Euler's method.mp4 20.3 MB
37. Vectors - Curl and divergence/2. Curl and divergence of a vector field.mp4 20.3 MB
34. Vectors - Velocity and acceleration/11. Tangential and normal components of acceleration.mp4 20.1 MB
23. Multiple Integrals - Triple integrals/10. Finding volume.mp4 20.0 MB
44. Differential Equations - Logistic models/8. Predator-prey systems.mp4 19.9 MB
35. Vectors - Line integrals/8. Potential function of a conservative vector field.mp4 19.3 MB
50. Differential Equations - Methods of Laplace transforms/3. Laplace transforms and initial value problems.mp4 19.3 MB
33. Vectors - Arc length and curvature/15. Maximum curvature.mp4 19.2 MB
9. Partial Derivatives - Chain rule/3. Chain rule for multivariable functions.mp4 19.2 MB
23. Multiple Integrals - Triple integrals/5. Triple integrals.mp4 19.2 MB
35. Vectors - Line integrals/15. Work done by the force field.mp4 19.2 MB
16. Partial Derivatives - Applied optimization/2. Maximum product of three real numbers.mp4 19.1 MB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/9. Finding volume.mp4 19.1 MB
28. Vectors - Introduction to vectors/17. Magnitude and angle of the resultant force.mp4 18.7 MB
45. Differential Equations - Exact differential equations/5. Exact differential equations initial value problems.mp4 18.7 MB
17. Partial Derivatives - Lagrange multipliers/4. Two dimensions, one constraint, example 2.mp4 18.6 MB
21. Multiple Integrals - Applications of double integrals/2. Double integrals to find mass and center of mass.mp4 18.3 MB
4. Partial Derivatives - Lines and planes/22. Parametric equations for the line of intersection of two planes.mp4 18.3 MB
20. Multiple Integrals - Double integrals in polar coordinates/5. Changing double integrals to polar coordinates.mp4 18.0 MB
44. Differential Equations - Logistic models/10. Equilibrium solutions and stability.mp4 18.0 MB
48. Differential Equations - Second-order nonhomogeneous/3. Undetermined coefficients.mp4 17.8 MB
20. Multiple Integrals - Double integrals in polar coordinates/14. Finding volume.mp4 17.7 MB
45. Differential Equations - Exact differential equations/3. Exact differential equations.mp4 17.6 MB
48. Differential Equations - Second-order nonhomogeneous/5. Undetermined coefficients, example 3.mp4 17.5 MB
19. Multiple Integrals - Double integrals/11. Type I and II regions.mp4 17.5 MB
23. Multiple Integrals - Triple integrals/13. Expressing the integral six ways.mp4 17.5 MB
22. Multiple Integrals - Approximating triple integrals/3. Midpoint rule for triple integrals.mp4 17.4 MB
43. Differential Equations - Separable differential equations/12. Mixing problems.mp4 17.1 MB
48. Differential Equations - Second-order nonhomogeneous/4. Undetermined coefficients, example 2.mp4 17.1 MB
20. Multiple Integrals - Double integrals in polar coordinates/11. Finding area.mp4 16.9 MB
6. Partial Derivatives - Limits and continuity/11. Compositions of multivariable functions.mp4 16.8 MB
14. Partial Derivatives - Tangent planes and normal lines/6. Normal line to the surface.mp4 16.8 MB
33. Vectors - Arc length and curvature/12. Curvature.mp4 16.7 MB
5. Partial Derivatives - Cylinders and quadric surfaces/3. Reducing equations to standard form.mp4 16.6 MB
47. Differential Equations - Second-order homogeneous/16. Homogeneous initial value problems, example 4.mp4 16.3 MB
48. Differential Equations - Second-order nonhomogeneous/6. Undetermined coefficients, example 4.mp4 16.3 MB
15. Partial Derivatives - Optimization/7. Local extrema and saddle points.mp4 16.0 MB
4. Partial Derivatives - Lines and planes/10. Parallel, intersecting, skew and perpendicular lines.mp4 15.8 MB
38. Vectors - Parametric surfaces and areas/10. Area of a surface.mp4 15.8 MB
4. Partial Derivatives - Lines and planes/25. Symmetric equations for the line of intersection of two planes.mp4 15.5 MB
2. Partial Derivatives - Three-dimensional coordinate systems/6. Distance between points in three dimensions.mp4 15.5 MB
49. Differential Equations - Laplace transforms/6. Laplace transforms using the definition.mp4 15.4 MB
48. Differential Equations - Second-order nonhomogeneous/14. Nonhomogeneous initial value problems.mp4 15.3 MB
35. Vectors - Line integrals/5. Line integral of a vector function.mp4 15.3 MB
36. Vectors - Green's theorem/6. Green's theorem for two regions.mp4 15.2 MB
31. Vectors - Vector functions and space curves/8. Sketching the vector equation.mp4 15.2 MB
38. Vectors - Parametric surfaces and areas/8. Tangent plane to the parametric surface.mp4 15.2 MB
20. Multiple Integrals - Double integrals in polar coordinates/2. Changing iterated integrals to polar coordinates.mp4 14.9 MB
2. Partial Derivatives - Three-dimensional coordinate systems/3. Plotting points in three dimensions.mp4 14.8 MB
38. Vectors - Parametric surfaces and areas/4. Surface of the vector equation.mp4 14.6 MB
2. Partial Derivatives - Three-dimensional coordinate systems/9. Center, radius, and equation of the sphere.mp4 14.3 MB
23. Multiple Integrals - Triple integrals/3. Iterated integrals.mp4 13.8 MB
46. Differential Equations - Linear differential equations/8. Linear differential equations initial value problems.mp4 13.8 MB
11. Partial Derivatives - Directional derivatives/5. Directional derivatives in the direction of the angle.mp4 13.7 MB
28. Vectors - Introduction to vectors/10. Copying vectors and using them to find combinations.mp4 13.6 MB
4. Partial Derivatives - Lines and planes/19. Parallel, perpendicular and angle between planes.mp4 13.6 MB
30. Vectors - Cross products/15. Scalar triple product to prove vectors are coplanar.mp4 13.4 MB
33. Vectors - Arc length and curvature/3. Arc length of a vector function.mp4 13.4 MB
1. Getting started/1. Hi! START HERE Course overview.mp4 13.2 MB
18. Multiple Integrals - Approximating double integrals/5. Midpoint rule for double integrals.mp4 13.1 MB
4. Partial Derivatives - Lines and planes/27. Distance between a point and a line.mp4 13.0 MB
33. Vectors - Arc length and curvature/9. Unit tangent and unit normal vectors.mp4 12.9 MB
32. Vectors - Derivatives and integrals of vector functions/12. Integral of a vector function.mp4 12.8 MB
30. Vectors - Cross products/6. Vector orthogonal to the plane.mp4 12.6 MB
4. Partial Derivatives - Lines and planes/5. Parametric and symmetric equations of a line.mp4 12.4 MB
27. Multiple Integrals - Applications of triple integrals/4. Moments of inertia.mp4 12.4 MB
47. Differential Equations - Second-order homogeneous/19. Boundary value problems with distinct real roots.mp4 12.4 MB
39. Vectors - Surface integrals/2. Surface integrals.mp4 12.3 MB
39. Vectors - Surface integrals/2. Surface integrals.vtt 12.3 MB
38. Vectors - Parametric surfaces and areas/6. Parametric representation of the surface.mp4 12.3 MB
29. Vectors - Dot products/12. Acute angle between the lines.mp4 12.2 MB
18. Multiple Integrals - Approximating double integrals/7. Riemann sums for double integrals.mp4 12.2 MB
19. Multiple Integrals - Double integrals/17. Finding volume.mp4 12.2 MB
32. Vectors - Derivatives and integrals of vector functions/3. Derivative of a vector function.mp4 12.1 MB
4. Partial Derivatives - Lines and planes/31. Distance between parallel planes.mp4 12.0 MB
16. Partial Derivatives - Applied optimization/5. Points on the cone closest to the given point.mp4 11.9 MB
10. Partial Derivatives - Implicit differentiation/3. Implicit differentiation for multivariable functions.mp4 11.9 MB
30. Vectors - Cross products/12. Volume of the parallelepiped from adjacent edges.mp4 11.8 MB
28. Vectors - Introduction to vectors/14. Angle between a vector and the x-axis.mp4 11.6 MB
32. Vectors - Derivatives and integrals of vector functions/9. Parametric equations of the tangent line.mp4 11.6 MB
29. Vectors - Dot products/18. Direction cosines and direction angles.mp4 11.5 MB
41. Differential Equations - Introduction/4. Sketching direction fields.mp4 11.5 MB
47. Differential Equations - Second-order homogeneous/10. Homogeneous complex conjugate roots.mp4 11.4 MB
33. Vectors - Arc length and curvature/6. Reparametrizing the curve.mp4 11.4 MB
26. Multiple Integrals - Change of variables/6. Jacobian for three variables.mp4 11.3 MB
4. Partial Derivatives - Lines and planes/13. Equation of a plane.mp4 11.3 MB
19. Multiple Integrals - Double integrals/14. Finding surface area.mp4 11.3 MB
17. Partial Derivatives - Lagrange multipliers/6. Three dimensions, one constraint.mp4 10.9 MB
50. Differential Equations - Methods of Laplace transforms/8. Inverse Laplace transforms.mp4 10.9 MB
27. Multiple Integrals - Applications of triple integrals/2. Triple integrals to find mass and center of mass.mp4 10.9 MB
5. Partial Derivatives - Cylinders and quadric surfaces/5. Sketching the surface.mp4 10.9 MB
28. Vectors - Introduction to vectors/5. Combinations of vectors.mp4 10.8 MB
46. Differential Equations - Linear differential equations/5. Linear differential equations for circuits.mp4 10.8 MB
29. Vectors - Dot products/27. Scalar and vector projections.mp4 10.7 MB
47. Differential Equations - Second-order homogeneous/15. Homogeneous initial value problems, example 3.mp4 10.5 MB
38. Vectors - Parametric surfaces and areas/2. Points on the surface.mp4 10.5 MB
47. Differential Equations - Second-order homogeneous/21. Boundary value problems with complex conjugate roots.mp4 10.5 MB
47. Differential Equations - Second-order homogeneous/13. Homogeneous initial value problems.mp4 10.2 MB
34. Vectors - Velocity and acceleration/8. Velocity and position given acceleration and initial conditions.mp4 10.2 MB
23. Multiple Integrals - Triple integrals/7. Average value.mp4 10.1 MB
29. Vectors - Dot products/9. Orthogonal, parallel or neither.mp4 10.0 MB
4. Partial Derivatives - Lines and planes/29. Distance between a point and a plane.mp4 10.0 MB
19. Multiple Integrals - Double integrals/3. Average value.mp4 9.8 MB
32. Vectors - Derivatives and integrals of vector functions/6. Unit tangent vector.mp4 9.7 MB
19. Multiple Integrals - Double integrals/8. Double integrals.mp4 9.7 MB
9. Partial Derivatives - Chain rule/4. Chain rule for multivariable functions, tree diagram.mp4 9.6 MB
15. Partial Derivatives - Optimization/5. Second derivative test.mp4 9.6 MB
17. Partial Derivatives - Lagrange multipliers/3. Two dimensions, one constraint.mp4 9.5 MB
30. Vectors - Cross products/9. Volume of the parallelepiped from vectors.mp4 9.5 MB
12. Partial Derivatives - Linear approximation and linearization/5. Linearization of a multivariable function.mp4 9.5 MB
4. Partial Derivatives - Lines and planes/3. Vector and parametric equations of a line.mp4 9.1 MB
6. Partial Derivatives - Limits and continuity/5. Limit of a multivariable function.mp4 9.1 MB
36. Vectors - Green's theorem/3. Green's theorem for one region.mp4 9.0 MB
44. Differential Equations - Logistic models/5. Logistic growth model for a population.mp4 8.9 MB
2. Partial Derivatives - Three-dimensional coordinate systems/13. Using inequalities to describe the region.mp4 8.6 MB
26. Multiple Integrals - Change of variables/3. Jacobian for two variables.mp4 8.3 MB
28. Vectors - Introduction to vectors/12. Unit vector in the direction of the given vector.mp4 8.2 MB
47. Differential Equations - Second-order homogeneous/14. Homogeneous initial value problems, example 2.mp4 8.1 MB
43. Differential Equations - Separable differential equations/9. Separable differential equations initial value problems.mp4 8.0 MB
13. Partial Derivatives - Gradient vectors/8. Maximum rate of change and its direction.mp4 8.0 MB
15. Partial Derivatives - Optimization/2. Critical points.mp4 8.0 MB
31. Vectors - Vector functions and space curves/6. Limit of a vector function.mp4 8.0 MB
31. Vectors - Vector functions and space curves/17. Vector function for the curve of intersection of two surfaces.mp4 7.7 MB
6. Partial Derivatives - Limits and continuity/2. Domain of a multivariable function.mp4 7.6 MB
29. Vectors - Dot products/6. Angle between two vectors.mp4 7.5 MB
43. Differential Equations - Separable differential equations/3. Separable differential equations.mp4 7.4 MB
20. Multiple Integrals - Double integrals in polar coordinates/8. Sketching area.mp4 7.2 MB
16. Partial Derivatives - Applied optimization/4. Minimum distance from the point to the plane.mp4 7.1 MB
12. Partial Derivatives - Linear approximation and linearization/3. Linear approximation in two variables.mp4 7.0 MB
15. Partial Derivatives - Optimization/9. Global extrema.mp4 7.0 MB
15. Partial Derivatives - Optimization/1.3 Global extrema.pdf.pdf 6.9 MB
31. Vectors - Vector functions and space curves/14. Vector and parametric equations of a line segment.mp4 6.9 MB
31. Vectors - Vector functions and space curves/3. Domain of a vector function.mp4 6.7 MB
25. Multiple Integrals - Triple integrals in spherical coordinates/9. Finding volume.mp4 6.7 MB
11. Partial Derivatives - Directional derivatives/3. Directional derivatives in the direction of the vector.mp4 6.6 MB
2. Partial Derivatives - Three-dimensional coordinate systems/11. Describing a region in three-dimensional space.mp4 6.4 MB
7. Partial Derivatives - Partial derivatives/3. Partial derivatives in two variables.mp4 6.3 MB
43. Differential Equations - Separable differential equations/6. Change of variable for separable differential equations.mp4 6.3 MB
34. Vectors - Velocity and acceleration/6. Velocity, acceleration and speed, given position.mp4 6.1 MB
44. Differential Equations - Logistic models/3. Population growth.mp4 6.1 MB
8. Partial Derivatives - Differentials/3. Differential of a multivariable function.mp4 5.9 MB
17. Partial Derivatives - Lagrange multipliers/10.2 Workbook.lagrange multipliers.solutions.pdf.pdf 5.8 MB
47. Differential Equations - Second-order homogeneous/7. Homogeneous equal real roots.mp4 5.8 MB
30. Vectors - Cross products/3. Cross product of two vectors.mp4 5.7 MB
52. Final exam and wrap-up/2. Wrap-up.mp4 5.6 MB
34. Vectors - Velocity and acceleration/3. Velocity and acceleration vectors.mp4 5.6 MB
25. Multiple Integrals - Triple integrals in spherical coordinates/3. Spherical coordinates.mp4 5.6 MB
4. Partial Derivatives - Lines and planes/16. Intersection of a line and a plane.mp4 5.5 MB
6. Partial Derivatives - Limits and continuity/9. Discontinuities of multivariable functions.mp4 5.5 MB
15. Partial Derivatives - Optimization/14.2 Workbook.optimization.solutions.pdf.pdf 5.3 MB
7. Partial Derivatives - Partial derivatives/9. Higher order partial derivatives.mp4 5.3 MB
6. Partial Derivatives - Limits and continuity/3. Domain of a multivariable function, example 2.mp4 5.3 MB
28. Vectors - Introduction to vectors/8. Sum of two vectors.mp4 5.3 MB
47. Differential Equations - Second-order homogeneous/23. Homogeneous working backwards.mp4 5.1 MB
7. Partial Derivatives - Partial derivatives/6. Partial derivatives in three or more variables.mp4 5.1 MB
14. Partial Derivatives - Tangent planes and normal lines/3. Equation of the tangent plane.mp4 4.9 MB
13. Partial Derivatives - Gradient vectors/6. Gradient vectors and the tangent plane.mp4 4.9 MB
29. Vectors - Dot products/3. Dot product of two vectors.mp4 4.3 MB
47. Differential Equations - Second-order homogeneous/3. Homogeneous distinct real roots.mp4 4.3 MB
29. Vectors - Dot products/24. Scalar equation of a plane.mp4 4.2 MB
51. Differential Equations - Advanced Laplace transforms/1.1 Convolution integrals and initial value problems.pdf.pdf 4.0 MB
13. Partial Derivatives - Gradient vectors/3. Gradient vectors.mp4 4.0 MB
49. Differential Equations - Laplace transforms/3. Laplace transforms using the table.mp4 3.9 MB
28. Vectors - Introduction to vectors/2. Vector from two points.mp4 3.8 MB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/3. Cylindrical coordinates.mp4 3.8 MB
2. Partial Derivatives - Three-dimensional coordinate systems/15.2 Workbook.three-dimensional coordinate systems.solutions.pdf.pdf 3.8 MB
2. Partial Derivatives - Three-dimensional coordinate systems/15.1 Workbook.three-dimensional coordinate systems.pdf.pdf 3.7 MB
48. Differential Equations - Second-order nonhomogeneous/1.1 Undetermined coefficients.pdf.pdf 3.6 MB
46. Differential Equations - Linear differential equations/1.2 Linear differential equations initial value problems.pdf.pdf 3.6 MB
17. Partial Derivatives - Lagrange multipliers/1.3 Three dimensions, one constraint.pdf.pdf 3.6 MB
33. Vectors - Arc length and curvature/17.1 Normal and osculating planes.pdf.pdf 3.4 MB
27. Multiple Integrals - Applications of triple integrals/1.2 Moments of inertia.pdf.pdf 3.4 MB
47. Differential Equations - Second-order homogeneous/1.4 Boundary value problems with complex conjugate roots.pdf.pdf 3.3 MB
47. Differential Equations - Second-order homogeneous/4. Homogeneous distinct real roots, example 2.mp4 3.3 MB
47. Differential Equations - Second-order homogeneous/1.1 Boundary value problems with distinct real roots.pdf.pdf 2.9 MB
46. Differential Equations - Linear differential equations/1.3 Linear differential equations for circuits.pdf.pdf 2.9 MB
43. Differential Equations - Separable differential equations/1.2 Change of variable for separable differential equations.pdf.pdf 2.9 MB
4. Partial Derivatives - Lines and planes/7. Symmetric equations of a line.mp4 2.8 MB
43. Differential Equations - Separable differential equations/1.1 Mixing problems.pdf.pdf 2.8 MB
29. Vectors - Dot products/21. Scalar equation of a line.mp4 2.7 MB
9. Partial Derivatives - Chain rule/2.1 Chain rule.pdf.pdf 2.6 MB
10. Partial Derivatives - Implicit differentiation/1.1 Implicit differentiation for multivariable functions.pdf.pdf 2.6 MB
44. Differential Equations - Logistic models/1.2 Predator-prey systems.pdf.pdf 2.5 MB
5. Partial Derivatives - Cylinders and quadric surfaces/7.2 Workbook.cylinders and quadric surfaces.solutions.pdf.pdf 2.4 MB
40. Vectors - Stokes' and divergence theorem/1.3 Stokes' theorem.pdf.pdf 2.4 MB
12. Partial Derivatives - Linear approximation and linearization/1.1 Linearization of a multivariable function.pdf.pdf 2.3 MB
27. Multiple Integrals - Applications of triple integrals/1.1 Triple integrals to find mass and center of mass.pdf.pdf 2.3 MB
5. Partial Derivatives - Cylinders and quadric surfaces/7.1 Workbook.cylinders and quadric surfaces.pdf.pdf 2.3 MB
47. Differential Equations - Second-order homogeneous/1.6 Complex conjugate roots.pdf.pdf 2.2 MB
47. Differential Equations - Second-order homogeneous/1.2 Initial value problems.pdf.pdf 2.2 MB
46. Differential Equations - Linear differential equations/1.1 Linear differential equations.pdf.pdf 2.2 MB
43. Differential Equations - Separable differential equations/1.5 Separable differential equations initial value problems.pdf.pdf 2.2 MB
44. Differential Equations - Logistic models/1.1 Logistic growth model for a population.pdf.pdf 2.2 MB
43. Differential Equations - Separable differential equations/1.4 Separable differential equations.pdf.pdf 2.1 MB
29. Vectors - Dot products/14.1 Acute angle between the curves.pdf.pdf 2.1 MB
4. Partial Derivatives - Lines and planes/1.4 Parametric and symmetric equations of the line.pdf.pdf 2.1 MB
6. Partial Derivatives - Limits and continuity/1.5 Precise definition of the limit for multivariable functions.pdf.pdf 2.1 MB
44. Differential Equations - Logistic models/1.3 Population growth.pdf.pdf 2.1 MB
3. Partial Derivatives - Sketching graphs and level curves/4.1 Workbook.sketching graphs and level curves.solutions.pdf.pdf 1.9 MB
23. Multiple Integrals - Triple integrals/12.1 Expressing the integral six ways.pdf.pdf 1.9 MB
17. Partial Derivatives - Lagrange multipliers/2.1 Lagrange multipliers.pdf.pdf 1.9 MB
31. Vectors - Vector functions and space curves/1.2 Projections of the curve.pdf.pdf 1.9 MB
3. Partial Derivatives - Sketching graphs and level curves/4.2 Workbook.sketching graphs and level curves.pdf.pdf 1.9 MB
47. Differential Equations - Second-order homogeneous/1.3 Distinct real roots.pdf.pdf 1.8 MB
47. Differential Equations - Second-order homogeneous/1.8 Working backwards.pdf.pdf 1.8 MB
42. Differential Equations - Euler's method/1.1 Euler's method.pdf.pdf 1.8 MB
47. Differential Equations - Second-order homogeneous/1.7 Linear dependence and independence.pdf.pdf 1.8 MB
52. Final exam and wrap-up/1.2 Calculus 3.Final Exam.Solutions.pdf.pdf 1.8 MB
1. Getting started/2.1 Calculus 3.formulas.pdf.pdf 1.7 MB
20. Multiple Integrals - Double integrals in polar coordinates/13.1 Finding volume with a double polar integral.pdf.pdf 1.6 MB
19. Multiple Integrals - Double integrals/12.1 Finding surface area.pdf.pdf 1.6 MB
19. Multiple Integrals - Double integrals/5.1 Iterated and double integrals.pdf.pdf 1.6 MB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/5.1 Changing triple integrals to cylindrical coordinates.pdf.pdf 1.6 MB
25. Multiple Integrals - Triple integrals in spherical coordinates/5.1 Changing triple integrals to cylindrical coordinates.pdf.pdf 1.6 MB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/8.1 Finding volume in cylindrical coordinates.pdf.pdf 1.6 MB
31. Vectors - Vector functions and space curves/10.1 Projections of the curve.pdf.pdf 1.6 MB
29. Vectors - Dot products/1.7 Scalar equation of a plane.pdf.pdf 1.6 MB
7. Partial Derivatives - Partial derivatives/11.2 Workbook.partial derivatives.solutions.pdf.pdf 1.6 MB
31. Vectors - Vector functions and space curves/1.4 Sketching the vector equation.pdf.pdf 1.5 MB
47. Differential Equations - Second-order homogeneous/1.5 Equal real roots.pdf.pdf 1.5 MB
45. Differential Equations - Exact differential equations/1.1 Exact differential equations.pdf.pdf 1.5 MB
8. Partial Derivatives - Differentials/5.1 Workbook.differentials.solutions.pdf.pdf 1.4 MB
6. Partial Derivatives - Limits and continuity/13.2 Workbook.limits and continuity.solutions.pdf.pdf 1.4 MB
33. Vectors - Arc length and curvature/11.1 Curvature.pdf.pdf 1.4 MB
34. Vectors - Velocity and acceleration/10.1 Tangential and normal components of the acceleration vector.pdf.pdf 1.4 MB
33. Vectors - Arc length and curvature/8.1 Unit tangent and unit normal vectors.pdf.pdf 1.4 MB
23. Multiple Integrals - Triple integrals/9.1 Finding volume of a triple integral.pdf.pdf 1.4 MB
25. Multiple Integrals - Triple integrals in spherical coordinates/8.1 Finding volume of a triple integral.pdf.pdf 1.4 MB
15. Partial Derivatives - Optimization/4.1 Second derivative test.pdf.pdf 1.4 MB
7. Partial Derivatives - Partial derivatives/2.1 Partial derivatives in two variables.pdf.pdf 1.4 MB
41. Differential Equations - Introduction/1.1 Sketching direction fields.pdf.pdf 1.3 MB
4. Partial Derivatives - Lines and planes/33.1 Workbook.lines and planes.solutions.pdf.pdf 1.3 MB
36. Vectors - Green's theorem/5.1 Greens theorem for two regions.pdf.pdf 1.3 MB
15. Partial Derivatives - Optimization/14.1 Workbook.optimization.pdf.pdf 1.3 MB
13. Partial Derivatives - Gradient vectors/10.1 Workbook.gradient vectors.solutions.pdf.pdf 1.2 MB
14. Partial Derivatives - Tangent planes and normal lines/8.2 Workbook.tangent planes and normal lines.solutions.pdf.pdf 1.2 MB
12. Partial Derivatives - Linear approximation and linearization/7.2 Workbook.linear approximation and linearization.solutions.pdf.pdf 1.2 MB
9. Partial Derivatives - Chain rule/6.1 Workbook.chain rule.solutions.pdf.pdf 1.2 MB
1. Getting started/2.2 DifferentialEquations.formulas.pdf.pdf 1.2 MB
11. Partial Derivatives - Directional derivatives/7.2 Workbook.directional derivatives.solutions.pdf.pdf 1.2 MB
16. Partial Derivatives - Applied optimization/7.2 Workbook.applied optimization.solutions.pdf.pdf 1.2 MB
28. Vectors - Introduction to vectors/16.1 Magnitude and angle of the resultant force.pdf.pdf 1.2 MB
6. Partial Derivatives - Limits and continuity/13.1 Workbook.limits and continuity.pdf.pdf 1.2 MB
13. Partial Derivatives - Gradient vectors/10.2 Workbook.gradient vectors.pdf.pdf 1.2 MB
4. Partial Derivatives - Lines and planes/21.1 Parametric equations for the line of intersection of two planes.pdf.pdf 1.2 MB
4. Partial Derivatives - Lines and planes/33.2 Workbook.lines and planes.pdf.pdf 1.2 MB
33. Vectors - Arc length and curvature/5.1 Reparametrizing the curve.pdf.pdf 1.2 MB
32. Vectors - Derivatives and integrals of vector functions/8.1 Parametric equations of the tangent line.pdf.pdf 1.2 MB
11. Partial Derivatives - Directional derivatives/2.1 Directional derivatives.pdf.pdf 1.2 MB
10. Partial Derivatives - Implicit differentiation/5.1 Workbook.implicit differentiation.solutions.pdf.pdf 1.2 MB
17. Partial Derivatives - Lagrange multipliers/10.1 Workbook.lagrange multipliers.pdf.pdf 1.2 MB
4. Partial Derivatives - Lines and planes/9.1 Parallel intersecting skew and perpendicular lines.pdf.pdf 1.2 MB
22. Multiple Integrals - Approximating triple integrals/2.1 Midpoint rule for triple integrals.pdf.pdf 1.2 MB
12. Partial Derivatives - Linear approximation and linearization/7.1 Workbook.linear approximation and linearization.pdf.pdf 1.1 MB
7. Partial Derivatives - Partial derivatives/11.1 Workbook.partial derivatives.pdf.pdf 1.1 MB
14. Partial Derivatives - Tangent planes and normal lines/8.1 Workbook.tangent planes and normal lines.pdf.pdf 1.1 MB
29. Vectors - Dot products/8.1 Orthogonal parallel or neither.pdf.pdf 1.1 MB
9. Partial Derivatives - Chain rule/6.2 Workbook.chain rule.pdf.pdf 1.1 MB
2. Partial Derivatives - Three-dimensional coordinate systems/8.1 Center radius and equation of the sphere.pdf.pdf 1.1 MB
8. Partial Derivatives - Differentials/5.2 Workbook.differentials.pdf.pdf 1.1 MB
13. Partial Derivatives - Gradient vectors/5.1 Gradient vectors and the tangent plane.pdf.pdf 1.1 MB
11. Partial Derivatives - Directional derivatives/7.1 Workbook.directional derivatives.pdf.pdf 1.1 MB
10. Partial Derivatives - Implicit differentiation/5.2 Workbook.implicit differentiation.pdf.pdf 1.1 MB
16. Partial Derivatives - Applied optimization/7.1 Workbook.applied optimization.pdf.pdf 1.1 MB
2. Partial Derivatives - Three-dimensional coordinate systems/2.1 Plotting points in three dimensions.pdf.pdf 1.1 MB
41. Differential Equations - Introduction/3.1 Sketching direction fields.pdf.pdf 1.1 MB
5. Partial Derivatives - Cylinders and quadric surfaces/1.2 Sketching the surface.pdf.pdf 945.6 kB
28. Vectors - Introduction to vectors/1.4 Magnitude and angle of the resultant force.pdf.pdf 943.6 kB
4. Partial Derivatives - Lines and planes/18.1 Paralle perpendicular and angle between planes.pdf.pdf 929.0 kB
18. Multiple Integrals - Approximating double integrals/4.1 Midpoint rule for double integrals.pdf.pdf 928.4 kB
33. Vectors - Arc length and curvature/14.1 Maximum curvature.pdf.pdf 921.6 kB
4. Partial Derivatives - Lines and planes/2.1 Vector parametric and symmetric equations of the line.pdf.pdf 917.1 kB
35. Vectors - Line integrals/7.1 Potential function of a conservative vector field.pdf.pdf 914.8 kB
26. Multiple Integrals - Change of variables/5.1 Jacobian for three variables.pdf.pdf 913.9 kB
33. Vectors - Arc length and curvature/2.1 Arc length of a vector function.pdf.pdf 913.2 kB
30. Vectors - Cross products/11.1 Volume of the parallelpiped from adjacent edges.pdf.pdf 913.1 kB
29. Vectors - Dot products/11.1 Acute angle between the lines.pdf.pdf 911.1 kB
30. Vectors - Cross products/5.1 Vector orthogonal to the plane.pdf.pdf 910.1 kB
29. Vectors - Dot products/26.1 Scalar vector projections.pdf.pdf 907.7 kB
31. Vectors - Vector functions and space curves/16.1 Vector function for the curve of intersection of two surfaces.pdf.pdf 907.3 kB
30. Vectors - Cross products/14.1 Scalar triple product to prove vectors are coplanar.pdf.pdf 906.9 kB
29. Vectors - Dot products/5.1 Angle between two vectors.pdf.pdf 906.4 kB
7. Partial Derivatives - Partial derivatives/8.1 Higher order partial derivatives.pdf.pdf 901.4 kB
10. Partial Derivatives - Implicit differentiation/2.1 Implicit differentiation for multivariable functions.pdf.pdf 900.0 kB
36. Vectors - Green's theorem/2.1 Greens theorem for one region.pdf.pdf 896.7 kB
14. Partial Derivatives - Tangent planes and normal lines/5.1 Normal line to the surface.pdf.pdf 896.5 kB
28. Vectors - Introduction to vectors/4.1 Combinations of vectors.pdf.pdf 894.9 kB
14. Partial Derivatives - Tangent planes and normal lines/2.1 Equation of the tangent plane.pdf.pdf 894.2 kB
12. Partial Derivatives - Linear approximation and linearization/2.1 Linear approximation in two variables.pdf.pdf 889.3 kB
19. Multiple Integrals - Double integrals/2.1 Average value of a double integral.pdf.pdf 798.3 kB
3. Partial Derivatives - Sketching graphs and level curves/1.1 Sketching level curves of multivariable functions.pdf.pdf 794.3 kB
20. Multiple Integrals - Double integrals in polar coordinates/7.1 Sketching area.pdf.pdf 763.7 kB
43. Differential Equations - Separable differential equations/14.1 Orthogonal trajectories.pdf.pdf 754.8 kB
52. Final exam and wrap-up/1.1 Calculus 3.Final Exam.pdf.pdf 705.8 kB
15. Partial Derivatives - Optimization/1.2 Extreme value theorem.pdf.pdf 694.1 kB
25. Multiple Integrals - Triple integrals in spherical coordinates/2.1 Spherical coordinates.pdf.pdf 683.9 kB
32. Vectors - Derivatives and integrals of vector functions/11.1 Integral of a vector function.pdf.pdf 681.8 kB
4. Partial Derivatives - Lines and planes/12.1 Equation of a plane.pdf.pdf 677.7 kB
4. Partial Derivatives - Lines and planes/24.1 Symmetric equations for the line of intersection of two planes.pdf.pdf 677.2 kB
32. Vectors - Derivatives and integrals of vector functions/2.1 Derivative of a vector function.pdf.pdf 676.8 kB
32. Vectors - Derivatives and integrals of vector functions/5.1 Unit tangent vector.pdf.pdf 674.8 kB
31. Vectors - Vector functions and space curves/13.1 Vector and parametric equations of a line segment.pdf.pdf 667.9 kB
34. Vectors - Velocity and acceleration/5.1 Velocity acceleration and speed given position.pdf.pdf 667.4 kB
30. Vectors - Cross products/2.1 Cross product of two vectors.pdf.pdf 667.1 kB
35. Vectors - Line integrals/2.1 LIne integral of a curve.pdf.pdf 664.4 kB
20. Multiple Integrals - Double integrals in polar coordinates/3.1 Changing iterated and double integrals to polar coordinates.pdf.pdf 664.4 kB
31. Vectors - Vector functions and space curves/5.1 Limit of a vector function.pdf.pdf 663.3 kB
29. Vectors - Dot products/17.1 Direction cosines and direction angles.pdf.pdf 663.1 kB
30. Vectors - Cross products/8.1 Volume of the parallelpiped from vectors.pdf.pdf 663.1 kB
31. Vectors - Vector functions and space curves/2.1 Domain of a vector function.pdf.pdf 661.7 kB
19. Multiple Integrals - Double integrals/1.5 Changing the order of integration.pdf.pdf 660.7 kB
20. Multiple Integrals - Double integrals in polar coordinates/10.1 Finding area.pdf.pdf 659.1 kB
35. Vectors - Line integrals/12.1 Independence of path.pdf.pdf 657.9 kB
26. Multiple Integrals - Change of variables/2.1 Jacobian for two variables.pdf.pdf 657.4 kB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/2.1 Cylindrical coordinates.pdf.pdf 657.0 kB
7. Partial Derivatives - Partial derivatives/5.1 Partial derivatives in three or more variables.pdf.pdf 651.0 kB
2. Partial Derivatives - Three-dimensional coordinate systems/5.1 Distance between points in three dimensions.pdf.pdf 650.3 kB
4. Partial Derivatives - Lines and planes/15.1 Intersection of a line and a plane.pdf.pdf 648.2 kB
8. Partial Derivatives - Differentials/2.1 Differential of the function.pdf.pdf 646.2 kB
29. Vectors - Dot products/20.1 Scalar equation of a line.pdf.pdf 643.7 kB
19. Multiple Integrals - Double integrals/1.2 Type I and II regions.pdf.pdf 590.9 kB
28. Vectors - Introduction to vectors/1.7 Angle between a vector and the x-axis.pdf.pdf 576.3 kB
19. Multiple Integrals - Double integrals/1.7 Average value.pdf.pdf 573.5 kB
23. Multiple Integrals - Triple integrals/2.1 Iterated and triple integrals.pdf.pdf 569.0 kB
5. Partial Derivatives - Cylinders and quadric surfaces/2.1 Cylinders and quadric surfaces.pdf.pdf 565.2 kB
19. Multiple Integrals - Double integrals/10.1 Type I and type II regions.pdf.pdf 544.7 kB
19. Multiple Integrals - Double integrals/16.1 Finding volume with a double integral.pdf.pdf 528.8 kB
36. Vectors - Green's theorem/1.1 Green's theorem for two regions.pdf.pdf 524.6 kB
2. Partial Derivatives - Three-dimensional coordinate systems/1.4 Plotting points in three dimensions.pdf.pdf 516.6 kB
28. Vectors - Introduction to vectors/1.6 Combinations of vectors.pdf.pdf 510.2 kB
48. Differential Equations - Second-order nonhomogeneous/8.1 Variation of parameters, system of equations.pdf.pdf 506.0 kB
36. Vectors - Green's theorem/1.2 Green's theorem for one region.pdf.pdf 500.2 kB
33. Vectors - Arc length and curvature/1.2 Normal and osculating planes.pdf.pdf 469.3 kB
51. Differential Equations - Advanced Laplace transforms/2.1 Convolution integrals and initial value problems.pdf.pdf 456.0 kB
46. Differential Equations - Linear differential equations/2.1 Linear differential equations.pdf.pdf 452.0 kB
47. Differential Equations - Second-order homogeneous/25.1 Linear dependence and independence.pdf.pdf 450.8 kB
29. Vectors - Dot products/1.6 Acute angles between the curves.pdf.pdf 450.1 kB
48. Differential Equations - Second-order nonhomogeneous/2.1 Undetermined coefficients.pdf.pdf 449.8 kB
13. Partial Derivatives - Gradient vectors/2.1 Gradient vectors.pdf.pdf 445.5 kB
45. Differential Equations - Exact differential equations/2.1 Exact differential equations.pdf.pdf 445.1 kB
34. Vectors - Velocity and acceleration/1.1 Tangential and normal components of accleration.pdf.pdf 443.2 kB
19. Multiple Integrals - Double integrals/1.4 Finding surface area for double integrals.pdf.pdf 440.9 kB
50. Differential Equations - Methods of Laplace transforms/1.3 Laplace transforms and integration by parts.pdf.pdf 440.3 kB
50. Differential Equations - Methods of Laplace transforms/2.1 Laplace transforms initial value problems.pdf.pdf 438.7 kB
46. Differential Equations - Linear differential equations/7.1 Linear differential equations initial value problems.pdf.pdf 437.2 kB
16. Partial Derivatives - Applied optimization/1.1 Applied optimization.pdf.pdf 436.5 kB
47. Differential Equations - Second-order homogeneous/9.1 Homogeneous complex conjugate roots.pdf.pdf 435.8 kB
33. Vectors - Arc length and curvature/1.7 Curvature.pdf.pdf 435.7 kB
34. Vectors - Velocity and acceleration/2.1 Velocity and acceleration vectors.pdf.pdf 432.7 kB
47. Differential Equations - Second-order homogeneous/2.1 Homogeneous distinct real roots.pdf.pdf 431.8 kB
47. Differential Equations - Second-order homogeneous/6.1 Homogeneous equal real roots.pdf.pdf 431.7 kB
17. Partial Derivatives - Lagrange multipliers/1.2 Three dimensions, two constraints.pdf.pdf 427.8 kB
44. Differential Equations - Logistic models/7.1 Predator-prey systems.pdf.pdf 427.0 kB
48. Differential Equations - Second-order nonhomogeneous/13.1 Nonhomogeneous initial value problems.pdf.pdf 424.3 kB
40. Vectors - Stokes' and divergence theorem/1.2 Divergence theorem and flux.pdf.pdf 423.1 kB
47. Differential Equations - Second-order homogeneous/18.1 Boundary value problems with distinct real roots.pdf.pdf 422.8 kB
32. Vectors - Derivatives and integrals of vector functions/1.3 Integral of a vector function.pdf.pdf 421.7 kB
44. Differential Equations - Logistic models/2.1 Logistic growth model for a population.pdf.pdf 420.5 kB
38. Vectors - Parametric surfaces and areas/1.1 Area of a surface.pdf.pdf 419.8 kB
47. Differential Equations - Second-order homogeneous/12.1 Homogeneous initial value problems.pdf.pdf 419.5 kB
4. Partial Derivatives - Lines and planes/1.7 Parametric equations for the line of intersection of two planes.pdf.pdf 418.6 kB
43. Differential Equations - Separable differential equations/11.1 Mixing problems.pdf.pdf 418.1 kB
33. Vectors - Arc length and curvature/1.6 Reparametrizing the curve.pdf.pdf 417.8 kB
43. Differential Equations - Separable differential equations/5.1 Change of variable for separable differential equations.pdf.pdf 417.6 kB
4. Partial Derivatives - Lines and planes/1.8 Symmetric equations for the line of intersection of two planes.pdf.pdf 417.3 kB
33. Vectors - Arc length and curvature/1.1 Unit tangent and unit normal vectors.pdf.pdf 417.3 kB
30. Vectors - Cross products/1.1 Vector orthogonal to the plane.pdf.pdf 417.2 kB
42. Differential Equations - Euler's method/2.1 Euler's method.pdf.pdf 417.1 kB
43. Differential Equations - Separable differential equations/8.1 Separable differential equations initial value problems.pdf.pdf 416.0 kB
4. Partial Derivatives - Lines and planes/1.6 Distance between a point and a line.pdf.pdf 415.6 kB
17. Partial Derivatives - Lagrange multipliers/1.1 Two dimensions, one constraint.pdf.pdf 414.6 kB
48. Differential Equations - Second-order nonhomogeneous/1.3 Nonhomogeneous initial value problems.pdf.pdf 414.3 kB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/1.2 Changing triple integrals to cylindrical coordinates.pdf.pdf 413.8 kB
50. Differential Equations - Methods of Laplace transforms/7.1 Inverse Laplace transforms.pdf.pdf 413.8 kB
33. Vectors - Arc length and curvature/1.3 Maximum curvature.pdf.pdf 413.6 kB
43. Differential Equations - Separable differential equations/2.1 Separable differential equations.pdf.pdf 413.6 kB
32. Vectors - Derivatives and integrals of vector functions/1.2 Unit tangent vector.pdf.pdf 413.4 kB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/1.1 Finding volume in cylindrical coordinates.pdf.pdf 412.5 kB
25. Multiple Integrals - Triple integrals in spherical coordinates/1.2 Changing triple integrals to spherical coordinates.pdf.pdf 412.4 kB
23. Multiple Integrals - Triple integrals/1.1 Expressing the integral six ways.pdf.pdf 411.9 kB
50. Differential Equations - Methods of Laplace transforms/1.2 Laplace transforms and initial value problems.pdf.pdf 411.8 kB
48. Differential Equations - Second-order nonhomogeneous/1.4 Variation of parameters, Cramer's rule.pdf.pdf 411.8 kB
23. Multiple Integrals - Triple integrals/6.1 Average value of a triple integral.pdf.pdf 411.6 kB
49. Differential Equations - Laplace transforms/5.1 Laplace transforms using the definition.pdf.pdf 411.2 kB
35. Vectors - Line integrals/1.4 Work done by the force field.pdf.pdf 411.0 kB
4. Partial Derivatives - Lines and planes/1.5 Equation of a plane.pdf.pdf 410.1 kB
35. Vectors - Line integrals/1.7 Line integral of a vector function.pdf.pdf 409.4 kB
11. Partial Derivatives - Directional derivatives/1.2 Directional derivatives in the direction of the angle.pdf.pdf 407.9 kB
49. Differential Equations - Laplace transforms/2.1 Laplace transforms using the table.pdf.pdf 407.6 kB
28. Vectors - Introduction to vectors/7.1 Sum of two vectors.pdf.pdf 407.5 kB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/1.3 Cylindrical coordinates.pdf.pdf 407.4 kB
23. Multiple Integrals - Triple integrals/1.3 Iterated triple integrals.pdf.pdf 407.3 kB
30. Vectors - Cross products/1.5 Volume of the parallelepiped from adjacent edges.pdf.pdf 407.2 kB
29. Vectors - Dot products/1.3 Scalar and vector projections.pdf.pdf 405.9 kB
29. Vectors - Dot products/1.8 Acute angle between the lines.pdf.pdf 405.8 kB
20. Multiple Integrals - Double integrals in polar coordinates/1.1 Changing double integrals to polar coordinates.pdf.pdf 404.9 kB
15. Partial Derivatives - Optimization/1.1 Second derivative test.pdf.pdf 404.7 kB
33. Vectors - Arc length and curvature/1.5 Arc length of a vector function.pdf.pdf 404.4 kB
11. Partial Derivatives - Directional derivatives/1.1 Directional derivatives in the direction of the vector.pdf.pdf 404.3 kB
34. Vectors - Velocity and acceleration/1.2 Velocity and position given acceleration and initial conditions.pdf.pdf 404.1 kB
38. Vectors - Parametric surfaces and areas/1.4 Tangent plane to the parametric surface.pdf.pdf 403.9 kB
29. Vectors - Dot products/2.1 Dot product of two vectors.pdf.pdf 403.6 kB
48. Differential Equations - Second-order nonhomogeneous/1.2 Variation of parameters, system of equations.pdf.pdf 403.3 kB
20. Multiple Integrals - Double integrals in polar coordinates/1.2 Changing iterated integrals to polar coordinates.pdf.pdf 403.3 kB
35. Vectors - Line integrals/1.2 Potential function of a conservative vector field to evaluate a line integral.pdf.pdf 403.3 kB
29. Vectors - Dot products/23.1 Scalar equation of a plane.pdf.pdf 403.2 kB
19. Multiple Integrals - Double integrals/1.6 Iterated integrals.pdf.pdf 403.0 kB
38. Vectors - Parametric surfaces and areas/1.3 Parametric representation of the surface.pdf.pdf 402.9 kB
25. Multiple Integrals - Triple integrals in spherical coordinates/1.3 Finding volume in spherical coordinates.pdf.pdf 402.8 kB
29. Vectors - Dot products/1.9 Direction cosines and direction angles.pdf.pdf 402.1 kB
29. Vectors - Dot products/1.4 Angle between two vectors.pdf.pdf 401.6 kB
18. Multiple Integrals - Approximating double integrals/1.1 Riemann sums for double integrals.pdf.pdf 401.2 kB
41. Differential Equations - Introduction/2.1 Overview of differential equations.pdf.pdf 401.2 kB
40. Vectors - Stokes' and divergence theorem/1.1 Divergence theorem for surface integrals.pdf.pdf 400.4 kB
22. Multiple Integrals - Approximating triple integrals/1.1 Midpoint rule for triple integrals.pdf.pdf 399.9 kB
35. Vectors - Line integrals/1.5 Potential function of a conservative vector field.pdf.pdf 399.8 kB
21. Multiple Integrals - Applications of double integrals/1.1 Double integrals to find mass and center of mass.pdf.pdf 399.5 kB
28. Vectors - Introduction to vectors/1.3 Unit vector in the direction of the given vector.pdf.pdf 399.3 kB
49. Differential Equations - Laplace transforms/1.1 Laplace transforms using the definition.pdf.pdf 399.1 kB
28. Vectors - Introduction to vectors/1.1 Copying vectors and using them to draw combinations.pdf.pdf 398.2 kB
37. Vectors - Curl and divergence/1.1 Potential function of the conservative vector field, three dimensions.pdf.pdf 398.1 kB
39. Vectors - Surface integrals/1.1 Surface integrals.pdf.pdf 398.0 kB
49. Differential Equations - Laplace transforms/1.2 Laplace transforms using the table.pdf.pdf 397.5 kB
32. Vectors - Derivatives and integrals of vector functions/1.4 Parametric equations of the tangent line.pdf.pdf 396.5 kB
31. Vectors - Vector functions and space curves/1.5 Vector function for the curve of intersection of two surfaces.pdf.pdf 396.4 kB
34. Vectors - Velocity and acceleration/1.3 Velocity and acceleration vectors.pdf.pdf 396.3 kB
30. Vectors - Cross products/1.4 Volume of the parallelepiped from vectors.pdf.pdf 396.2 kB
35. Vectors - Line integrals/1.1 Independence of path.pdf.pdf 396.0 kB
20. Multiple Integrals - Double integrals in polar coordinates/1.4 Finding area for double polar integrals.pdf.pdf 395.9 kB
14. Partial Derivatives - Tangent planes and normal lines/1.2 Normal line to the surface.pdf.pdf 395.6 kB
4. Partial Derivatives - Lines and planes/1.11 Distance between parallel planes.pdf.pdf 395.1 kB
19. Multiple Integrals - Double integrals/1.1 Double integrals.pdf.pdf 394.8 kB
19. Multiple Integrals - Double integrals/1.3 Finding volume for double integrals.pdf.pdf 394.8 kB
13. Partial Derivatives - Gradient vectors/1.3 Gradient vectors.pdf.pdf 394.6 kB
20. Multiple Integrals - Double integrals in polar coordinates/1.3 Finding volume for double polar integrals.pdf.pdf 393.9 kB
30. Vectors - Cross products/1.3 Cross product of two vectors.pdf.pdf 393.8 kB
32. Vectors - Derivatives and integrals of vector functions/1.1 Derivative of a vector function.pdf.pdf 393.8 kB
23. Multiple Integrals - Triple integrals/1.4 Finding volume with triple integrals.pdf.pdf 393.6 kB
31. Vectors - Vector functions and space curves/1.3 Limit of a vector function.pdf.pdf 393.6 kB
34. Vectors - Velocity and acceleration/1.4 Velocity, acceleration and speed, given position.pdf.pdf 393.3 kB
4. Partial Derivatives - Lines and planes/1.10 Parallel, perpendicular, and angle between planes.pdf.pdf 392.7 kB
26. Multiple Integrals - Change of variables/1.2 Jacobian for two variables.pdf.pdf 392.7 kB
30. Vectors - Cross products/1.2 Scalar triple product to prove vectors are coplanar.pdf.pdf 392.6 kB
35. Vectors - Line integrals/1.3 Line integral of a curve.pdf.pdf 392.3 kB
13. Partial Derivatives - Gradient vectors/1.2 Maximum rate of change and its direction.pdf.pdf 390.6 kB
37. Vectors - Curl and divergence/1.2 Curl and divergence of a vector field.pdf.pdf 390.5 kB
2. Partial Derivatives - Three-dimensional coordinate systems/1.5 Distance between points in three dimensions.pdf.pdf 390.4 kB
18. Multiple Integrals - Approximating double integrals/1.2 Midpoint rule for double integrals.pdf.pdf 389.3 kB
4. Partial Derivatives - Lines and planes/1.1 Vector and parametric equations of a line.pdf.pdf 388.8 kB
4. Partial Derivatives - Lines and planes/1.3 Symmetric equations of a line.pdf.pdf 388.6 kB
4. Partial Derivatives - Lines and planes/1.2 Parallel, intersecting, skew and perpendicular lines.pdf.pdf 388.4 kB
12. Partial Derivatives - Linear approximation and linearization/1.2 Linear approximation in two variables.pdf.pdf 387.5 kB
13. Partial Derivatives - Gradient vectors/1.1 Gradient vectors and the tangent plane.pdf.pdf 387.0 kB
23. Multiple Integrals - Triple integrals/1.2 Average value for triple integrals.pdf.pdf 387.0 kB
26. Multiple Integrals - Change of variables/1.1 Jacobian for three variables.pdf.pdf 387.0 kB
4. Partial Derivatives - Lines and planes/1.9 Distance between a point and a plane.pdf.pdf 386.7 kB
43. Differential Equations - Separable differential equations/1.3 Orthogonal trajectories.pdf.pdf 386.4 kB
44. Differential Equations - Logistic models/1.4 Equilibrium solutions and stability.pdf.pdf 386.3 kB
2. Partial Derivatives - Three-dimensional coordinate systems/1.3 Center, radius and equation of a sphere.pdf.pdf 386.1 kB
7. Partial Derivatives - Partial derivatives/1.3 Partial derivatives in three or more variables.pdf.pdf 386.1 kB
29. Vectors - Dot products/1.5 Scalar equation of a line.pdf.pdf 386.0 kB
7. Partial Derivatives - Partial derivatives/1.1 Higher order partial derivatives.pdf.pdf 385.4 kB
50. Differential Equations - Methods of Laplace transforms/1.1 Inverse Laplace transforms.pdf.pdf 385.3 kB
28. Vectors - Introduction to vectors/1.2 Sum of two vectors.pdf.pdf 384.8 kB
18. Multiple Integrals - Approximating double integrals/1.3 Approximating double integrals with rectangles.pdf.pdf 384.6 kB
29. Vectors - Dot products/1.1 Orthogonal, parallel or neither.pdf.pdf 384.3 kB
14. Partial Derivatives - Tangent planes and normal lines/1.1 Equation of the tangent plane.pdf.pdf 384.1 kB
9. Partial Derivatives - Chain rule/1.1 Chain rule for multivariable functions.pdf.pdf 383.8 kB
33. Vectors - Arc length and curvature/1.4 Equation of the osculating circle.pdf.pdf 383.7 kB
20. Multiple Integrals - Double integrals in polar coordinates/1.5 Sketching area for double polar integrals.pdf.pdf 382.7 kB
29. Vectors - Dot products/1.2 Dot product of two vectors.pdf.pdf 382.5 kB
4. Partial Derivatives - Lines and planes/1.12 Intersection of a line and a plane.pdf.pdf 382.1 kB
8. Partial Derivatives - Differentials/1.1 Differential of a multivariable function.pdf.pdf 381.7 kB
15. Partial Derivatives - Optimization/1.5 Local extrema and saddle points.pdf.pdf 380.9 kB
15. Partial Derivatives - Optimization/1.4 Critical points.pdf.pdf 380.4 kB
38. Vectors - Parametric surfaces and areas/1.2 Points on the surface.pdf.pdf 379.6 kB
6. Partial Derivatives - Limits and continuity/1.4 Compositions of multivariable functions.pdf.pdf 379.6 kB
7. Partial Derivatives - Partial derivatives/1.2 Partial derivatives in two variables.pdf.pdf 379.3 kB
2. Partial Derivatives - Three-dimensional coordinate systems/1.1 Using inequalities to describe the region.pdf.pdf 379.3 kB
38. Vectors - Parametric surfaces and areas/1.5 Surface of the vector equation.pdf.pdf 379.0 kB
31. Vectors - Vector functions and space curves/1.1 Domain of the vector function.pdf.pdf 378.8 kB
31. Vectors - Vector functions and space curves/1.6 Vector and parametric equations of a line segment.pdf.pdf 377.3 kB
28. Vectors - Introduction to vectors/1.5 Vector from two points.pdf.pdf 377.2 kB
5. Partial Derivatives - Cylinders and quadric surfaces/1.1 Reducing equations to standard form.pdf.pdf 376.4 kB
2. Partial Derivatives - Three-dimensional coordinate systems/1.2 Describing a region in three dimensional space.pdf.pdf 372.7 kB
6. Partial Derivatives - Limits and continuity/1.2 Domain of a multivariable function.pdf.pdf 372.1 kB
6. Partial Derivatives - Limits and continuity/1.3 Discontinuities of multivariable functions.pdf.pdf 368.8 kB
6. Partial Derivatives - Limits and continuity/1.1 Limit of a multivariable function.pdf.pdf 366.7 kB
25. Multiple Integrals - Triple integrals in spherical coordinates/1.1 Spherical coordinates.pdf.pdf 365.6 kB
35. Vectors - Line integrals/1.6 Open, connected, and simply-connected.pdf.pdf 309.0 kB
6. Partial Derivatives - Limits and continuity/7. Precise definition of the limit for multivariable functions.vtt 45.3 kB
40. Vectors - Stokes' and divergence theorem/4. Divergence theorem.vtt 40.0 kB
48. Differential Equations - Second-order nonhomogeneous/11. Variation of parameters, Cramer's rule.vtt 33.9 kB
50. Differential Equations - Methods of Laplace transforms/5. Laplace transforms and integration by parts.vtt 29.9 kB
33. Vectors - Arc length and curvature/18. Normal and osculating planes.vtt 29.8 kB
19. Multiple Integrals - Double integrals/6. Iterated integrals.vtt 28.7 kB
15. Partial Derivatives - Optimization/11. Extreme value theorem.vtt 24.3 kB
48. Differential Equations - Second-order nonhomogeneous/9. Variation of parameters, system of equations.vtt 24.2 kB
18. Multiple Integrals - Approximating double integrals/2. Approximating double integrals with rectangles.vtt 23.7 kB
40. Vectors - Stokes' and divergence theorem/2. Stokes' theorem.vtt 23.5 kB
9. Partial Derivatives - Chain rule/3. Chain rule for multivariable functions.vtt 23.3 kB
45. Differential Equations - Exact differential equations/3. Exact differential equations.vtt 23.0 kB
23. Multiple Integrals - Triple integrals/13. Expressing the integral six ways.vtt 22.9 kB
37. Vectors - Curl and divergence/4. Potential function of a conservative vector field, three dimensions.vtt 22.5 kB
44. Differential Equations - Logistic models/10. Equilibrium solutions and stability.vtt 21.7 kB
29. Vectors - Dot products/15. Acute angles between the curves.vtt 20.9 kB
48. Differential Equations - Second-order nonhomogeneous/3. Undetermined coefficients.vtt 20.7 kB
3. Partial Derivatives - Sketching graphs and level curves/2. Sketching level curves of multivariable functions.vtt 20.7 kB
35. Vectors - Line integrals/13. Independence of path.vtt 20.6 kB
31. Vectors - Vector functions and space curves/11. Projections of the curve.vtt 20.6 kB
35. Vectors - Line integrals/3. Line integral of a curve.vtt 20.4 kB
48. Differential Equations - Second-order nonhomogeneous/6. Undetermined coefficients, example 4.vtt 20.4 kB
50. Differential Equations - Methods of Laplace transforms/3. Laplace transforms and initial value problems.vtt 20.3 kB
25. Multiple Integrals - Triple integrals in spherical coordinates/6. Changing triple integrals to spherical coordinates.vtt 20.0 kB
19. Multiple Integrals - Double integrals/19. Changing the order of integration.vtt 19.8 kB
5. Partial Derivatives - Cylinders and quadric surfaces/3. Reducing equations to standard form.vtt 19.7 kB
34. Vectors - Velocity and acceleration/11. Tangential and normal components of acceleration.vtt 19.5 kB
17. Partial Derivatives - Lagrange multipliers/4. Two dimensions, one constraint, example 2.vtt 19.4 kB
16. Partial Derivatives - Applied optimization/3. Maximum volume of a rectangular box inscribed in a sphere.vtt 19.3 kB
48. Differential Equations - Second-order nonhomogeneous/5. Undetermined coefficients, example 3.vtt 18.5 kB
39. Vectors - Surface integrals/3. Surface integrals, example 2.vtt 18.3 kB
51. Differential Equations - Advanced Laplace transforms/3. Convolution integrals and initial value problems.vtt 18.3 kB
48. Differential Equations - Second-order nonhomogeneous/14. Nonhomogeneous initial value problems.vtt 18.1 kB
48. Differential Equations - Second-order nonhomogeneous/4. Undetermined coefficients, example 2.vtt 18.0 kB
15. Partial Derivatives - Optimization/12. Extreme value theorem, example 2.vtt 17.5 kB
36. Vectors - Green's theorem/6. Green's theorem for two regions.vtt 17.4 kB
49. Differential Equations - Laplace transforms/6. Laplace transforms using the definition.vtt 17.3 kB
33. Vectors - Arc length and curvature/15. Maximum curvature.vtt 17.2 kB
47. Differential Equations - Second-order homogeneous/16. Homogeneous initial value problems, example 4.vtt 17.2 kB
43. Differential Equations - Separable differential equations/15. Orthogonal trajectories.vtt 17.2 kB
35. Vectors - Line integrals/15. Work done by the force field.vtt 17.0 kB
23. Multiple Integrals - Triple integrals/5. Triple integrals.vtt 16.9 kB
23. Multiple Integrals - Triple integrals/10. Finding volume.vtt 16.7 kB
35. Vectors - Line integrals/8. Potential function of a conservative vector field.vtt 16.5 kB
44. Differential Equations - Logistic models/8. Predator-prey systems.vtt 16.4 kB
4. Partial Derivatives - Lines and planes/22. Parametric equations for the line of intersection of two planes.vtt 16.4 kB
37. Vectors - Curl and divergence/2. Curl and divergence of a vector field.vtt 16.3 kB
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35. Vectors - Line integrals/10. Potential function of a conservative vector field to evaluate a line integral.vtt 16.0 kB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/6. Changing triple integrals to cylindrical coordinates.vtt 15.9 kB
20. Multiple Integrals - Double integrals in polar coordinates/5. Changing double integrals to polar coordinates.vtt 15.8 kB
24. Multiple Integrals - Triple integrals in cylindrical coordinates/9. Finding volume.vtt 15.2 kB
14. Partial Derivatives - Tangent planes and normal lines/6. Normal line to the surface.vtt 15.0 kB
17. Partial Derivatives - Lagrange multipliers/8. Three dimensions, two constraints.vtt 14.9 kB
20. Multiple Integrals - Double integrals in polar coordinates/14. Finding volume.vtt 14.8 kB
4. Partial Derivatives - Lines and planes/10. Parallel, intersecting, skew and perpendicular lines.vtt 14.6 kB
28. Vectors - Introduction to vectors/17. Magnitude and angle of the resultant force.vtt 14.6 kB
19. Multiple Integrals - Double integrals/11. Type I and II regions.vtt 14.4 kB
50. Differential Equations - Methods of Laplace transforms/8. Inverse Laplace transforms.vtt 14.4 kB
21. Multiple Integrals - Applications of double integrals/2. Double integrals to find mass and center of mass.vtt 14.4 kB
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33. Vectors - Arc length and curvature/12. Curvature.vtt 14.2 kB
20. Multiple Integrals - Double integrals in polar coordinates/11. Finding area.vtt 14.1 kB
31. Vectors - Vector functions and space curves/8. Sketching the vector equation.vtt 14.1 kB
38. Vectors - Parametric surfaces and areas/10. Area of a surface.vtt 14.0 kB
19. Multiple Integrals - Double integrals/14. Finding surface area.vtt 14.0 kB
22. Multiple Integrals - Approximating triple integrals/3. Midpoint rule for triple integrals.vtt 13.6 kB
20. Multiple Integrals - Double integrals in polar coordinates/2. Changing iterated integrals to polar coordinates.vtt 13.6 kB
27. Multiple Integrals - Applications of triple integrals/2. Triple integrals to find mass and center of mass.vtt 13.3 kB
43. Differential Equations - Separable differential equations/12. Mixing problems.vtt 13.3 kB
26. Multiple Integrals - Change of variables/6. Jacobian for three variables.vtt 13.2 kB
23. Multiple Integrals - Triple integrals/3. Iterated integrals.vtt 13.1 kB
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33. Vectors - Arc length and curvature/3. Arc length of a vector function.vtt 12.9 kB
9. Partial Derivatives - Chain rule/4. Chain rule for multivariable functions, tree diagram.vtt 12.9 kB
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38. Vectors - Parametric surfaces and areas/8. Tangent plane to the parametric surface.vtt 12.6 kB
35. Vectors - Line integrals/5. Line integral of a vector function.vtt 12.5 kB
47. Differential Equations - Second-order homogeneous/15. Homogeneous initial value problems, example 3.vtt 12.5 kB
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46. Differential Equations - Linear differential equations/8. Linear differential equations initial value problems.vtt 12.2 kB
38. Vectors - Parametric surfaces and areas/4. Surface of the vector equation.vtt 12.2 kB
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17. Partial Derivatives - Lagrange multipliers/3. Two dimensions, one constraint.vtt 12.0 kB
45. Differential Equations - Exact differential equations/5. Exact differential equations initial value problems.vtt 12.0 kB
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33. Vectors - Arc length and curvature/9. Unit tangent and unit normal vectors.vtt 11.7 kB
47. Differential Equations - Second-order homogeneous/19. Boundary value problems with distinct real roots.vtt 11.7 kB
47. Differential Equations - Second-order homogeneous/13. Homogeneous initial value problems.vtt 11.6 kB
46. Differential Equations - Linear differential equations/3. Linear differential equations.vtt 11.6 kB
16. Partial Derivatives - Applied optimization/5. Points on the cone closest to the given point.vtt 11.4 kB
29. Vectors - Dot products/12. Acute angle between the lines.vtt 11.4 kB
28. Vectors - Introduction to vectors/10. Copying vectors and using them to find combinations.vtt 11.3 kB
18. Multiple Integrals - Approximating double integrals/5. Midpoint rule for double integrals.vtt 11.3 kB
4. Partial Derivatives - Lines and planes/27. Distance between a point and a line.vtt 11.3 kB
30. Vectors - Cross products/15. Scalar triple product to prove vectors are coplanar.vtt 11.1 kB
32. Vectors - Derivatives and integrals of vector functions/9. Parametric equations of the tangent line.vtt 11.0 kB
41. Differential Equations - Introduction/4. Sketching direction fields.vtt 10.9 kB
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17. Partial Derivatives - Lagrange multipliers/6. Three dimensions, one constraint.vtt 10.8 kB
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29. Vectors - Dot products/18. Direction cosines and direction angles.vtt 10.7 kB
7. Partial Derivatives - Partial derivatives/3. Partial derivatives in two variables.vtt 10.7 kB
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38. Vectors - Parametric surfaces and areas/6. Parametric representation of the surface.vtt 10.7 kB
36. Vectors - Green's theorem/3. Green's theorem for one region.vtt 10.6 kB
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43. Differential Equations - Separable differential equations/3. Separable differential equations.vtt 10.3 kB
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47. Differential Equations - Second-order homogeneous/10. Homogeneous complex conjugate roots.vtt 10.2 kB
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34. Vectors - Velocity and acceleration/8. Velocity and position given acceleration and initial conditions.vtt 9.8 kB
10. Partial Derivatives - Implicit differentiation/3. Implicit differentiation for multivariable functions.vtt 9.7 kB
35. Vectors - Line integrals/17. Open, connected, and simply-connected.vtt 9.7 kB
28. Vectors - Introduction to vectors/5. Combinations of vectors.vtt 9.6 kB
27. Multiple Integrals - Applications of triple integrals/4. Moments of inertia.vtt 9.5 kB
15. Partial Derivatives - Optimization/9. Global extrema.vtt 9.4 kB
47. Differential Equations - Second-order homogeneous/14. Homogeneous initial value problems, example 2.vtt 9.4 kB
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29. Vectors - Dot products/27. Scalar and vector projections.vtt 9.3 kB
30. Vectors - Cross products/12. Volume of the parallelepiped from adjacent edges.vtt 9.1 kB
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11. Partial Derivatives - Directional derivatives/5. Directional derivatives in the direction of the angle.vtt 9.0 kB
38. Vectors - Parametric surfaces and areas/2. Points on the surface.vtt 8.9 kB
7. Partial Derivatives - Partial derivatives/6. Partial derivatives in three or more variables.vtt 8.7 kB
19. Multiple Integrals - Double integrals/8. Double integrals.vtt 8.6 kB
12. Partial Derivatives - Linear approximation and linearization/3. Linear approximation in two variables.vtt 8.5 kB
7. Partial Derivatives - Partial derivatives/9. Higher order partial derivatives.vtt 8.4 kB
32. Vectors - Derivatives and integrals of vector functions/6. Unit tangent vector.vtt 8.2 kB
4. Partial Derivatives - Lines and planes/3. Vector and parametric equations of a line.vtt 8.2 kB
19. Multiple Integrals - Double integrals/3. Average value.vtt 8.0 kB
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26. Multiple Integrals - Change of variables/3. Jacobian for two variables.vtt 8.0 kB
29. Vectors - Dot products/9. Orthogonal, parallel or neither.vtt 8.0 kB
12. Partial Derivatives - Linear approximation and linearization/5. Linearization of a multivariable function.vtt 7.9 kB
23. Multiple Integrals - Triple integrals/7. Average value.vtt 7.9 kB
44. Differential Equations - Logistic models/5. Logistic growth model for a population.vtt 7.8 kB
43. Differential Equations - Separable differential equations/9. Separable differential equations initial value problems.vtt 7.8 kB
13. Partial Derivatives - Gradient vectors/8. Maximum rate of change and its direction.vtt 7.7 kB
44. Differential Equations - Logistic models/3. Population growth.vtt 7.6 kB
25. Multiple Integrals - Triple integrals in spherical coordinates/9. Finding volume.vtt 7.5 kB
31. Vectors - Vector functions and space curves/6. Limit of a vector function.vtt 7.4 kB
15. Partial Derivatives - Optimization/2. Critical points.vtt 7.4 kB
11. Partial Derivatives - Directional derivatives/3. Directional derivatives in the direction of the vector.vtt 7.3 kB
31. Vectors - Vector functions and space curves/17. Vector function for the curve of intersection of two surfaces.vtt 7.3 kB
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34. Vectors - Velocity and acceleration/3. Velocity and acceleration vectors.vtt 7.2 kB
30. Vectors - Cross products/3. Cross product of two vectors.vtt 7.2 kB
47. Differential Equations - Second-order homogeneous/3. Homogeneous distinct real roots.vtt 7.0 kB
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31. Vectors - Vector functions and space curves/3. Domain of a vector function.vtt 6.9 kB
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28. Vectors - Introduction to vectors/12. Unit vector in the direction of the given vector.vtt 6.8 kB
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4. Partial Derivatives - Lines and planes/16. Intersection of a line and a plane.vtt 5.5 kB
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29. Vectors - Dot products/14. Acute angles between the curves.html 2.1 kB
17. Partial Derivatives - Lagrange multipliers/2. Lagrange multipliers.html 1.8 kB
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47. Differential Equations - Second-order homogeneous/25. Linear dependence and independence.html 1.8 kB
50. Differential Equations - Methods of Laplace transforms/2. Laplace transforms and initial value problems.html 1.8 kB
1. Getting started/1. Hi! START HERE Course overview.vtt 1.8 kB
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36. Vectors - Green's theorem/5. Green's theorem for two regions.html 1.6 kB
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44. Differential Equations - Logistic models/2. Population growth.html 1.6 kB
48. Differential Equations - Second-order nonhomogeneous/13. Nonhomogeneous initial value problems.html 1.6 kB
48. Differential Equations - Second-order nonhomogeneous/2. Undetermined coefficients.html 1.6 kB
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9. Partial Derivatives - Chain rule/2. Chain rule for multivariable functions.html 1.4 kB
15. Partial Derivatives - Optimization/4. Second derivative test.html 1.3 kB
23. Multiple Integrals - Triple integrals/9. Finding volume.html 1.3 kB
31. Vectors - Vector functions and space curves/10. Projections of the curve.html 1.3 kB
33. Vectors - Arc length and curvature/11. Curvature.html 1.3 kB
34. Vectors - Velocity and acceleration/10. Tangential and normal components of acceleration.html 1.3 kB
4. Partial Derivatives - Lines and planes/9. Parallel, intersecting, skew and perpendicular lines.html 1.3 kB
43. Differential Equations - Separable differential equations/11. Mixing problems.html 1.3 kB
46. Differential Equations - Linear differential equations/7. Linear differential equations initial value problems.html 1.3 kB
47. Differential Equations - Second-order homogeneous/12. Homogeneous initial value problems.html 1.3 kB
47. Differential Equations - Second-order homogeneous/18. Boundary value problems.html 1.3 kB
7. Partial Derivatives - Partial derivatives/2. Partial derivatives in two variables.html 1.3 kB
10. Partial Derivatives - Implicit differentiation/2. Implicit differentiation for multivariable functions.html 1.0 kB
14. Partial Derivatives - Tangent planes and normal lines/2. Equation of the tangent plane.html 1.0 kB
14. Partial Derivatives - Tangent planes and normal lines/5. Normal line to the surface.html 1.0 kB
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22. Multiple Integrals - Approximating triple integrals/2. Midpoint rule for triple integrals.html 1.0 kB
25. Multiple Integrals - Triple integrals in spherical coordinates/5. Changing triple integrals to spherical coordinates.html 1.0 kB
26. Multiple Integrals - Change of variables/5. Jacobian for three variables.html 1.0 kB
28. Vectors - Introduction to vectors/16. Magnitude and angle of the resultant force.html 1.0 kB
29. Vectors - Dot products/11. Acute angle between the lines.html 1.0 kB
29. Vectors - Dot products/26. Scalar and vector projections.html 1.0 kB
29. Vectors - Dot products/8. Orthogonal, parallel or neither.html 1.0 kB
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33. Vectors - Arc length and curvature/5. Reparametrizing the curve.html 1.0 kB
35. Vectors - Line integrals/7. Conservative vector fields.html 1.0 kB
36. Vectors - Green's theorem/2. Green's theorem for one region.html 1.0 kB
4. Partial Derivatives - Lines and planes/18. Parallel, perpendicular and angle between planes.html 1.0 kB
4. Partial Derivatives - Lines and planes/2. Vector, parametric and symmetric equations of a line.html 1.0 kB
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4. Partial Derivatives - Lines and planes/24. Symmetric equations for the line of intersection of two planes.html 1.0 kB
42. Differential Equations - Euler's method/2. Euler's method.html 1.0 kB
43. Differential Equations - Separable differential equations/5. Change of variable for separable differential equations.html 1.0 kB
47. Differential Equations - Second-order homogeneous/9. Homogeneous complex conjugate roots.html 1.0 kB
7. Partial Derivatives - Partial derivatives/5. Partial derivatives in three or more variables.html 1.0 kB
7. Partial Derivatives - Partial derivatives/8. Higher order partial derivatives.html 1.0 kB
23. Multiple Integrals - Triple integrals/2. Iterated and triple integrals.html 980 Bytes
52. Final exam and wrap-up/1. Calculus 3 final exam.html 919 Bytes
18. Multiple Integrals - Approximating double integrals/4. Midpoint rule for double integrals.html 851 Bytes
19. Multiple Integrals - Double integrals/10. Type I and II regions.html 851 Bytes
24. Multiple Integrals - Triple integrals in cylindrical coordinates/2. Cylindrical coordinates.html 851 Bytes
20. Multiple Integrals - Double integrals in polar coordinates/13. Finding volume.html 840 Bytes
24. Multiple Integrals - Triple integrals in cylindrical coordinates/5. Changing triple integrals to cylindrical coordinates.html 840 Bytes
24. Multiple Integrals - Triple integrals in cylindrical coordinates/8. Finding volume.html 840 Bytes
24. Multiple Integrals - Triple integrals in cylindrical coordinates/1. Introduction to triple integrals in cylindrical coordinates.html 805 Bytes
32. Vectors - Derivatives and integrals of vector functions/1. Introduction to derivatives and integrals of vector functions.html 799 Bytes
25. Multiple Integrals - Triple integrals in spherical coordinates/1. Introduction to triple integrals in spherical coordinates.html 795 Bytes
12. Partial Derivatives - Linear approximation and linearization/1. Introduction to linear approximation and linearization.html 792 Bytes
20. Multiple Integrals - Double integrals in polar coordinates/1. Introduction to double integrals in polar coordinates.html 791 Bytes
2. Partial Derivatives - Three-dimensional coordinate systems/1. Introduction to three-dimensional coordinate systems.html 790 Bytes
3. Partial Derivatives - Sketching graphs and level curves/1. Introduction to sketching graphs and level curves.html 787 Bytes
31. Vectors - Vector functions and space curves/1. Introduction to vector functions and space curves.html 787 Bytes
12. Partial Derivatives - Linear approximation and linearization/2. Linear approximation in two variables.html 786 Bytes
20. Multiple Integrals - Double integrals in polar coordinates/3. Changing iterated and double integrals to polar coordinates.html 786 Bytes
21. Multiple Integrals - Applications of double integrals/1. Introduction to applications of double integrals.html 786 Bytes
23. Multiple Integrals - Triple integrals/6. Average value.html 786 Bytes
27. Multiple Integrals - Applications of triple integrals/1. Introduction to applications of triple integrals.html 786 Bytes
28. Vectors - Introduction to vectors/4. Combinations of vectors.html 786 Bytes
29. Vectors - Dot products/17. Direction cosines and direction angles.html 786 Bytes
29. Vectors - Dot products/5. Angle between two vectors.html 786 Bytes
30. Vectors - Cross products/11. Volume of the parallelepiped from adjacent edges.html 786 Bytes
30. Vectors - Cross products/14. Scalar triple product to prove vectors are coplanar.html 786 Bytes
30. Vectors - Cross products/2. Cross product of two vectors.html 786 Bytes
30. Vectors - Cross products/5. Vector orthogonal to the plane.html 786 Bytes
31. Vectors - Vector functions and space curves/13. Vector and parametric equations of a line segment.html 786 Bytes
31. Vectors - Vector functions and space curves/16. Vector function for the curve of intersection of two surfaces.html 786 Bytes
32. Vectors - Derivatives and integrals of vector functions/5. Unit tangent vector.html 786 Bytes
33. Vectors - Arc length and curvature/14. Maximum curvature.html 786 Bytes
33. Vectors - Arc length and curvature/2. Arc length of a vector function.html 786 Bytes
34. Vectors - Velocity and acceleration/2. Velocity and acceleration vectors.html 786 Bytes
4. Partial Derivatives - Lines and planes/12. Equation of a plane.html 786 Bytes
4. Partial Derivatives - Lines and planes/15. Intersection of a line and a plane.html 786 Bytes
43. Differential Equations - Separable differential equations/1. Introduction to separable differential equations.html 786 Bytes
43. Differential Equations - Separable differential equations/2. Separable differential equations.html 786 Bytes
43. Differential Equations - Separable differential equations/8. Separable differential equations initial value problems.html 786 Bytes
47. Differential Equations - Second-order homogeneous/2. Homogeneous distinct real roots.html 786 Bytes
47. Differential Equations - Second-order homogeneous/6. Homogeneous equal real roots.html 786 Bytes
49. Differential Equations - Laplace transforms/5. Laplace transforms using the definition.html 786 Bytes
50. Differential Equations - Methods of Laplace transforms/7. Inverse Laplace transforms.html 786 Bytes
14. Partial Derivatives - Tangent planes and normal lines/1. Introduction to tangent planes and normal lines.html 785 Bytes
18. Multiple Integrals - Approximating double integrals/1. Introduction to approximating double integrals.html 784 Bytes
22. Multiple Integrals - Approximating triple integrals/1. Introduction to approximating triple integrals.html 784 Bytes
40. Vectors - Stokes' and divergence theorem/1. Introduction to stokes' and divergence theorem.html 784 Bytes
5. Partial Derivatives - Cylinders and quadric surfaces/1. Introduction to cylinders and quadric surfaces.html 784 Bytes
38. Vectors - Parametric surfaces and areas/1. Introduction to parametric surfaces and areas.html 783 Bytes
46. Differential Equations - Linear differential equations/1. Introduction to linear differential equations.html 783 Bytes
50. Differential Equations - Methods of Laplace transforms/1. Introduction to methods of laplace transforms.html 783 Bytes
45. Differential Equations - Exact differential equations/1. Introduction to exact differential equations.html 782 Bytes
48. Differential Equations - Second-order nonhomogeneous/1. Introduction to second-order nonhomogeneous.html 781 Bytes
51. Differential Equations - Advanced Laplace transforms/1. Introduction to advanced laplace transforms.html 781 Bytes
34. Vectors - Velocity and acceleration/1. Introduction to velocity and acceleration.html 779 Bytes
10. Partial Derivatives - Implicit differentiation/1. Introduction to implicit differentiation.html 778 Bytes
33. Vectors - Arc length and curvature/1. Introduction to arc length and curvature.html 778 Bytes
47. Differential Equations - Second-order homogeneous/1. Introduction to second-order homogeneous.html 778 Bytes
11. Partial Derivatives - Directional derivatives/1. Introduction to directional derivatives.html 777 Bytes
6. Partial Derivatives - Limits and continuity/1. Introduction to limits and continuity.html 775 Bytes
16. Partial Derivatives - Applied optimization/1. Introduction to applied optimization.html 774 Bytes
17. Partial Derivatives - Lagrange multipliers/1. Introduction to lagrange multipliers.html 774 Bytes
26. Multiple Integrals - Change of variables/1. Introduction to change of variables.html 773 Bytes
37. Vectors - Curl and divergence/1. Introduction to curl and divergence.html 773 Bytes
7. Partial Derivatives - Partial derivatives/1. Introduction to partial derivatives.html 773 Bytes
49. Differential Equations - Laplace transforms/1. Introduction to laplace transforms.html 772 Bytes
39. Vectors - Surface integrals/1. Introduction to surface integrals.html 771 Bytes
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23. Multiple Integrals - Triple integrals/1. Introduction to triple integrals.html 770 Bytes
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42. Differential Equations - Euler's method/1. Introduction to euler's method.html 768 Bytes
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15. Partial Derivatives - Optimization/1. Introduction to optimization.html 766 Bytes
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28. Vectors - Introduction to vectors/1. Introduction to vectors.html 761 Bytes
1. Getting started/2. Download the Calc 3 formula sheet.html 722 Bytes
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19. Multiple Integrals - Double integrals/16. Finding volume.html 700 Bytes
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41. Differential Equations - Introduction/3. Sketching direction fields.html 700 Bytes
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49. Differential Equations - Laplace transforms/2. Laplace transforms using the table.html 524 Bytes
35. Vectors - Line integrals/2. Line integrals.html 420 Bytes
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29. Vectors - Dot products/23. Scalar equation of a plane.html 262 Bytes
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[FreeCourseLab.com].url 126 Bytes
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15. Partial Derivatives - Optimization/6. Second derivative test.html 116 Bytes
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16. Partial Derivatives - Applied optimization/6. Applied optimization.html 116 Bytes
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17. Partial Derivatives - Lagrange multipliers/7. Three dimensions, one constraint.html 116 Bytes
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18. Multiple Integrals - Approximating double integrals/6. Midpoint rule for double integrals.html 116 Bytes
18. Multiple Integrals - Approximating double integrals/8. Riemann sums for double integrals.html 116 Bytes
19. Multiple Integrals - Double integrals/13. Type I and II regions.html 116 Bytes
19. Multiple Integrals - Double integrals/15. Finding surface area.html 116 Bytes
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19. Multiple Integrals - Double integrals/4. Average value.html 116 Bytes
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19. Multiple Integrals - Double integrals/9. Double integrals.html 116 Bytes
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20. Multiple Integrals - Double integrals in polar coordinates/15. Finding volume.html 116 Bytes
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20. Multiple Integrals - Double integrals in polar coordinates/6. Changing double integrals to polar coordinates.html 116 Bytes
20. Multiple Integrals - Double integrals in polar coordinates/9. Sketching area.html 116 Bytes
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22. Multiple Integrals - Approximating triple integrals/4. Midpoint rule for triple integrals.html 116 Bytes
23. Multiple Integrals - Triple integrals/11. Finding volume.html 116 Bytes
23. Multiple Integrals - Triple integrals/14. Expressing the integral six ways.html 116 Bytes
23. Multiple Integrals - Triple integrals/4. Iterated integrals.html 116 Bytes
23. Multiple Integrals - Triple integrals/8. Average value.html 116 Bytes
24. Multiple Integrals - Triple integrals in cylindrical coordinates/10. Finding volume.html 116 Bytes
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25. Multiple Integrals - Triple integrals in spherical coordinates/4. Spherical coordinates.html 116 Bytes
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32. Vectors - Derivatives and integrals of vector functions/4. Derivative of a vector function.html 116 Bytes
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33. Vectors - Arc length and curvature/10. Unit tangent and unit normal vectors.html 116 Bytes
33. Vectors - Arc length and curvature/13. Curvature.html 116 Bytes
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35. Vectors - Line integrals/16. Work done by the force field.html 116 Bytes
35. Vectors - Line integrals/18. Open, connected, and simply-connected.html 116 Bytes
35. Vectors - Line integrals/4. Line integral of a curve.html 116 Bytes
35. Vectors - Line integrals/6. Line integral of a vector function.html 116 Bytes
35. Vectors - Line integrals/9. Potential function of a conservative vector field.html 116 Bytes
36. Vectors - Green's theorem/4. Green's theorem for one region.html 116 Bytes
36. Vectors - Green's theorem/7. Green's theorem for two regions.html 116 Bytes
37. Vectors - Curl and divergence/3. Curl and divergence of a vector field.html 116 Bytes
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39. Vectors - Surface integrals/4. Surface integrals.html 116 Bytes
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4. Partial Derivatives - Lines and planes/26. Symmetric equations for the line of intersection of two planes.html 116 Bytes
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4. Partial Derivatives - Lines and planes/8. Symmetric equations of a line.html 116 Bytes
40. Vectors - Stokes' and divergence theorem/3. Stokes' theorem.html 116 Bytes
40. Vectors - Stokes' and divergence theorem/5. Divergence theorem for surface integrals.html 116 Bytes
40. Vectors - Stokes' and divergence theorem/6. Divergence theorem and flux.html 116 Bytes
41. Differential Equations - Introduction/5. Sketching direction fields.html 116 Bytes
42. Differential Equations - Euler's method/4. Euler's method.html 116 Bytes
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43. Differential Equations - Separable differential equations/13. Mixing problems.html 116 Bytes
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47. Differential Equations - Second-order homogeneous/26. Linear dependence and independence.html 116 Bytes
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48. Differential Equations - Second-order nonhomogeneous/15. Nonhomogeneous initial value problems.html 116 Bytes
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49. Differential Equations - Laplace transforms/4. Laplace transforms using the table.html 116 Bytes
49. Differential Equations - Laplace transforms/7. Laplace transforms using the definition.html 116 Bytes
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50. Differential Equations - Methods of Laplace transforms/9. Inverse Laplace transforms.html 116 Bytes
51. Differential Equations - Advanced Laplace transforms/4. Convolution integrals and initial value problems.html 116 Bytes
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6. Partial Derivatives - Limits and continuity/6. Limit of a multivariable function.html 115 Bytes
7. Partial Derivatives - Partial derivatives/10. Higher order partial derivatives.html 115 Bytes
7. Partial Derivatives - Partial derivatives/4. Partial derivatives in two variables.html 115 Bytes
7. Partial Derivatives - Partial derivatives/7. Partial derivatives in three or more variables.html 115 Bytes
9. Partial Derivatives - Chain rule/5. Chain rule for multivariable functions and tree diagrams.html 115 Bytes

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