Homework Help for Single Variable Calculus

Video Lectures

Displaying all 87 video lectures.
Lecture 1
Recitation Introduction
Play Video		 Recitation Introduction
Lecture 2
Definition of Derivative
Play Video		 Definition of Derivative
Lecture 3
Graphing a Derivative Function
Play Video		 Graphing a Derivative Function
Lecture 4
Smoothing a Piece-wise Function
Play Video		 Smoothing a Piece-wise Function
Lecture 5
Constant Multiple Rule
Play Video		 Constant Multiple Rule
Lecture 6
Tangent Line to a Polynomial
Play Video		 Tangent Line to a Polynomial
Lecture 7
Derivatives of Sine and Cosine
Play Video		 Derivatives of Sine and Cosine
Lecture 8
Product Rule
Play Video		 Product Rule
Lecture 9
Quotient Rule
Play Video		 Quotient Rule
Lecture 10
Chain Rule
Play Video		 Chain Rule
Lecture 11
Implicit Differentiation
Play Video		 Implicit Differentiation
Lecture 12
Graphing the Arctan Function
Play Video		 Graphing the Arctan Function
Lecture 13
Arccos
Play Video		 Arccos
Lecture 14
Log and Exponent Derivatives
Play Video		 Log and Exponent Derivatives
Lecture 15
Rules of Logs
Play Video		 Rules of Logs
Lecture 16
Hyperbolic Trig Functions
Play Video		 Hyperbolic Trig Functions
Lecture 17
Implicit Differentiation and Linear Approximation
Play Video		 Implicit Differentiation and Linear Approximation
Lecture 18
Quadratic Approximation
Play Video		 Quadratic Approximation
Lecture 19
Quadratic Approximation of a Product
Play Video		 Quadratic Approximation of a Product
Lecture 20
Sketching a Curve
Play Video		 Sketching a Curve
Lecture 21
Closest Point to the Origin
Play Video		 Closest Point to the Origin
Lecture 22
Minimum Triangle Area
Play Video		 Minimum Triangle Area
Lecture 23
Maximum Surface Area
Play Video		 Maximum Surface Area
Lecture 24
Related Rates (Part I)
Play Video		 Related Rates (Part I)
Lecture 25
Related Rates (Part II)
Play Video		 Related Rates (Part II)
Lecture 26
Using Newton's Method
Play Video		 Using Newton's Method
Lecture 27
Mean Value Theorem (Part I)
Play Video		 Mean Value Theorem (Part I)
Lecture 28
Mean Value Theorem (Part II)
Play Video		 Mean Value Theorem (Part II)
Lecture 29
Antidiff. With Discontinuity
Play Video		 Antidiff. With Discontinuity
Lecture 30
Computing Differentials
Play Video		 Computing Differentials
Lecture 31
Linear Approximation With Differentials
Play Video		 Linear Approximation With Differentials
Lecture 32
Computing Antiderivatives
Play Video		 Computing Antiderivatives
Lecture 33
Anti-differentiation by Substitution
Play Video		 Anti-differentiation by Substitution
Lecture 34
Differential Equation
Play Video		 Differential Equation
Lecture 35
Differential Equation With Graph
Play Video		 Differential Equation With Graph
Lecture 36
Summation Notation Practice
Play Video		 Summation Notation Practice
Lecture 37
Riemann Sum
Play Video		 Riemann Sum
Lecture 38
Computing the Volume of a Paraboloid
Play Video		 Computing the Volume of a Paraboloid
Lecture 39
Diffusion of a Chemical
Play Video		 Diffusion of a Chemical
Lecture 40
Definite Integrals of tan(x)
Play Video		 Definite Integrals of tan(x)
Lecture 41
Definite Integral by Substitution
Play Video		 Definite Integral by Substitution
Lecture 42
Applying the Second Fundamental Theorem
Play Video		 Applying the Second Fundamental Theorem
Lecture 43
Second Fundamental Theorem and Chain Rule
Play Video		 Second Fundamental Theorem and Chain Rule
Lecture 44
Second Fundamental Theorem and Quadratic Approximation
Play Video		 Second Fundamental Theorem and Quadratic Approximation
Lecture 45
Area Between the Graphs of Sine and Cosine
Play Video		 Area Between the Graphs of Sine and Cosine
Lecture 46
Area Between y=x^3 and y=3x-2
Play Video		 Area Between y=x^3 and y=3x-2
Lecture 47
Volume of a Paraboloid via Disks
Play Video		 Volume of a Paraboloid via Disks
Lecture 48
Volume of Revolution via Shells
Play Video		 Volume of Revolution via Shells
Lecture 49
Average Velocity
Play Video		 Average Velocity
Lecture 50
Average x-Coordinate in a Region
Play Video		 Average x-Coordinate in a Region
Lecture 51
Explanation of Simpson's Rule
Play Video		 Explanation of Simpson's Rule
Lecture 52
Using the Trapezoid and Simpson's Rules
Play Video		 Using the Trapezoid and Simpson's Rules
Lecture 53
Trig Integral Practice
Play Video		 Trig Integral Practice
Lecture 54
Trig Integrals and a Volume of Revolution
Play Video		 Trig Integrals and a Volume of Revolution
Lecture 55
Integral of tan^4 (theta)
Play Video		 Integral of tan^4 (theta)
Lecture 56
Hyperbolic Trig Sub
Play Video		 Hyperbolic Trig Sub
Lecture 57
Integration by Completing the Square
Play Video		 Integration by Completing the Square
Lecture 58
Partial Fractions Decomposition
Play Video		 Partial Fractions Decomposition
Lecture 59
Finding u and v' When Integrating by Parts
Play Video		 Finding u and v' When Integrating by Parts
Lecture 60
Integrating sin^n(x) Using Reduction
Play Video		 Integrating sin^n(x) Using Reduction
Lecture 61
Arc Length of y=x^(2/3)
Play Video		 Arc Length of y=x^(2/3)
Lecture 62
Surface Area of a Torus
Play Video		 Surface Area of a Torus
Lecture 63
Parametric Arclength
Play Video		 Parametric Arclength
Lecture 64
Polar to Cartesian
Play Video		 Polar to Cartesian
Lecture 65
Graph of r = 1 + cos(theta/2)
Play Video		 Graph of r = 1 + cos(theta/2)
Lecture 66
Integration Practice I
Play Video		 Integration Practice I
Lecture 67
Integration Practice II
Play Video		 Integration Practice II
Lecture 68
Integration Practice III
Play Video		 Integration Practice III
Lecture 69
Integration Practice IV
Play Video		 Integration Practice IV
Lecture 70
L'Hospital Practice
Play Video		 L'Hospital Practice
Lecture 71
Failure of L'Hospital's Rule
Play Video		 Failure of L'Hospital's Rule
Lecture 72
Indeterminate Forms
Play Video		 Indeterminate Forms
Lecture 73
A Solid With Finite Volume and Infinite Cross Section
Play Video		 A Solid With Finite Volume and Infinite Cross Section
Lecture 74
Improper Integrals
Play Video		 Improper Integrals
Lecture 75
Integral of x^n e^(-x)
Play Video		 Integral of x^n e^(-x)
Lecture 76
Limit of a Series
Play Video		 Limit of a Series
Lecture 77
Comparison Tests
Play Video		 Comparison Tests
Lecture 78
Ratio Test for Convergence
Play Video		 Ratio Test for Convergence
Lecture 79
Integral Test
Play Video		 Integral Test
Lecture 80
Integral Test as Estimation
Play Video		 Integral Test as Estimation
Lecture 81
Ratio Test: Radius of Convergence
Play Video		 Ratio Test: Radius of Convergence
Lecture 82
Power Series Practice
Play Video		 Power Series Practice
Lecture 83
Finding Taylor's Series
Play Video		 Finding Taylor's Series
Lecture 84
Taylor's Series of a Polynomial
Play Video		 Taylor's Series of a Polynomial
Lecture 85
Taylor's Series for sec(x)
Play Video		 Taylor's Series for sec(x)
Lecture 86
Integration of Taylor's Series
Play Video		 Integration of Taylor's Series
Lecture 87
Series Calculation Using a Riemann Sum
Play Video		 Series Calculation Using a Riemann Sum