# VideosMultivariable Calculus

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### Calculus / Third Semester / Multivariable Calculus: Triple Integrals, Changing the Order of Integration, Part 2 (Lecture 32 of 33)

Triple Integrals, Changing the Order of Integration, Part 2 of 3. In this video, I show how to integrate the region by i...

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### Calculus / Third Semester / Multivariable Calculus: Torque - An application of the cross product (Lecture 3 of 33)

Torque - When you tighten a bolt on the tire of your car, you are using torque! An application of the cross product invo...

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### Calculus / Third Semester / Multivariable Calculus: Multivariable Calculus: Finding and Sketching the Domain (Lecture 9 of 33)

Multivariable Calculus: Finding and Sketching the Domain of a function z = f(x,y). I discuss the basic idea and do examp...

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### Calculus / Third Semester / Multivariable Calculus: Triple Integrals, Changing the Order of Integration, Part 1 (Lecture 31 of 33)

Triple Integrals, Changing the Order of Integration, Part 1 of 3. In this video, I start discussing how a particular ord...

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### Calculus / Third Semester / Multivariable Calculus: Triple Integrals, Changing the Order of Integration, Part 3 (Lecture 33 of 33)

Triple Integrals, Changing the Order of Integration, Part 2 of 3. In this video, I show how to integrate the region by i...

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### Calculus / Third Semester / Multivariable Calculus: Vector Functions: Position, Velocity, Acceleration Word Problem, Ex 1 (Lecture 22 of 33)

Vector Functions: Position, Velocity, Acceleration Word Problem, Ex . In this video, we are given the velocity vector of...

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### Calculus / Third Semester / Multivariable Calculus: Triple Integrals, Changing the Order of Integration, Part 3 (Lecture 33 of 33)

Triple Integrals, Changing the Order of Integration, Part 2 of 3. In this video, I show how to integrate the region by i...

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Views: 789

### Calculus / Third Semester / Multivariable Calculus: Triple Integrals, Changing the Order of Integration, Part 2 (Lecture 32 of 33)

Triple Integrals, Changing the Order of Integration, Part 2 of 3. In this video, I show how to integrate the region by i...

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Views: 1,016

### Calculus / Third Semester / Multivariable Calculus: Triple Integrals, Changing the Order of Integration, Part 1 (Lecture 31 of 33)

Triple Integrals, Changing the Order of Integration, Part 1 of 3. In this video, I start discussing how a particular ord...

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Views: 808

### Calculus / Third Semester / Multivariable Calculus: Parametric Equations of Line Passing Through a Point (Lecture 30 of 33)

Parametric Equations of Line Passing Through a Point. In this video, I show how to find the parametric equations of a li...

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### Calculus / Third Semester / Multivariable Calculus: Deciding if Lines Coincide, Are Skew, Are Parallel or Intersect in 3D (Lecture 29 of 33)

Deciding if Lines Coincide, Are Skew, Are Parallel or Intersect in 3D. Here I describe two lines in 3space using paramet...

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### Calculus / Third Semester / Multivariable Calculus: Finding the Limit of a Vector Function - Another Ex 2 (Lecture 28 of 33)

Finding the Limit of a Vector Function - Another Ex 2. In this video, I find the limit of another vector valued function...

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### Calculus / Third Semester / Multivariable Calculus: Finding the Limit of a Vector Function - Another Ex 1 (Lecture 27 of 33)

Finding the Limit of a Vector Function - Another Ex 1. In this video, I find the limit of a vector valued function.

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### Calculus / Third Semester / Multivariable Calculus: Derivative of a Vector Function - Another Ex 1 (Lecture 26 of 33)

Derivative of a Vector Function - Another Ex 1. In this video, I show an example of finding the derivative of a vector f...

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### Calculus / Third Semester / Multivariable Calculus: Unit Tangent Vector at a Given Point (Lecture 25 of 33)

Finding a Unit Tangent Vector at a Given Point. In this video, I find a unit tangent vector to a space curve at a given...

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### Calculus / Third Semester / Multivariable Calculus: Smooth Vector Functions, Ex 2 (Lecture 24 of 33)

Smooth Vector Functions, Ex 2. Another example where we have to decide if a given vector function is smooth or not.

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