07:24

How to find the average velocity and the average speed? (no need for calculus derivative)

04:28

The answer is correct but I made a mistake when I did L'Hopital's Rule for the 2nd time. See pinned*

05:27

How to find the domain of a vector function, calculus 3

03:31

Interesting dot product problem from James Stewart Multivariable calculus textbook

07:51

The answer is correct but the way I did it was wrong. I have to L'Hopital's but how? Reddit calculus

08:02

Limit with 0^0 form but multivariable version

07:56

When should we set the denominator=0 when finding the critical numbers?

04:58

A *secret* for evaluating limits algebraically with 0/0 indeterminate form! Calculus 1 tip

07:21

Helping you with the integral of 1/(x^2*(x^2+1)^(3/2)) using trigonometric substitution, Calculus 2

02:43

How to find the derivative of x^3 with the definition of derivative! Calculus 1 tutorial

07:53

Domain, range, vertical & horizontal asymptotes, and removable discontinuity of a rational function

03:56

How would you go about solving this? Limit of x/sqrt(x^2+1) as x goes to infinity. Reddit inf/inf

04:55

How do I do this? Calculus limit inf-inf form with L'Hopital's Rule! Reddit r/calculus

06:08

Why can't I do this? Challenge calculus limit problem. Reddit r/calculus

05:27

Can someone help me please? Integral of abs(sin(x)) from 0 to 2pi. Reddit Calculus

08:01

Is there a downside to the DI method? Or do we still need Integration by parts? Reddit Calculus

09:04

Calculus 3: How to linearize a multivariable function

09:52

Calculus 1: Given x+2y=4, find the max of sqrt(x)+sqrt(y)

06:35

Calculus 1, how do you evaluate these limits (not 0/0 form) Reddit r/homeworkhelp

06:31

the calc 3 shortcut for implicit differentiation

13:13

No one proves this kinda limit with the epsilon-delta definition! Reddit r/askmath

05:18

Given limits, sketch a possible graph (ft. the 3 discontinuities you need to know!)

04:22

I'm struggling w/ this partial fraction. I have an exam tomorrow, I've lost hope. Reddit r/calculus

02:22

Have you ever solved an equation like this? x is inside & outside of an integral! Reddit r/calculus

03:34

I am really doing my best here… where did I go wrong? Reddit r/calculus

03:42

How to sketch a graph with the given limits! Calculus 1 tutorial Reddit r/homeworkhelp

04:08

Isn't infinity-infinity=0? No, it's an indeterminate form so be careful! Calculus 1 concept

08:02

Can this be solved using integration by parts? I’m stuck! Calculus 2 Reddit

05:42

Integration using substitution, integral of sin(x)/cos(x), Reddit r/askmath

11:13

Converting a triple integral among rectangular, cylindrical and spherical coordinates

14:47

Why is dxdydz=ρ^2sinφdρdθdφ? (using Jacobian)

07:43

Why is dxdy=rdrdθ? (geometry vs Jacobian)

07:21

Volume of a sphere with a triple integral

08:00

Finding the tangential component and the normal component of acceleration

40:20

How to show the limit of a multi-variable function doesn't exist

09:22

Find the mistake first, then do this correctly!

09:29

Be careful when we use the polar method!

11:57

Finding the unit tangent vector and the unit normal vector

10:20

Vector projection of u onto v (introduction & example)

09:47

The dot product of two vectors and the angle between them

24:22

6 methods of evaluating the limit of a multivariable function (calculus 3)

05:59

Finding the torsion of a helix, calculus 3

09:24

Finding the curvature of a helix

12:16

The book didn't prove the torsion formula so I will do it for you!

07:41

Frenet-Serret formulas (proof)

06:51

Perhaps the only formula you need to know for the curvature!

04:02

How do I read this df/du*du/dx chain-rule notation? Reddit r/calculus

13:14

The tangential component & normal component of acceleration (introduction & formula)

08:54

Why is dB/ds a scalar multiple of N? How to get the definition of the torsion? Calculus 3

06:36

A quick introduction to torsion (how is this differ from curvature?) Calculus 3

08:40

Finding the unit tangent, unit normal, and the unit binormal vectors to a helix (calculus 3)

12:48

Introduction to unit tangent, unit normal, and unit binormal vectors (Calculus 3 basics)

08:18

If a vector has constant length, then it's orthogonal to its derivative (proof & example, calc 3)

07:56

How to find the circle of curvature (osculating circle) of y=x^2 at (1,1)

06:50

Formulas you need to know for computing the curvature!

13:49

How to find the maximum curvature of y=e^x

05:08

How to find the curvature of y=x^2 at (1,1)

07:29

What is curvature? (introduction & definition)

09:37

A faster way to derive the formula of the curvature of y=f(x) (no vector calculus)

19:34

Proving the curvature formula for a parametric plane curve