02:59

Indefininte Integration Using Substitution: Int(2cot(x)*ln(4sin(x)),x)

03:01

Indefininte Integration Using Substitution: Int(5/(xln(2x)),x)

02:17

Indefininte Integration Using Substitution: Int(5(ln x)^3/(2x),x)

03:28

Indefininte Integration Using Substitution: Int(5e^(3x)*sin(e^(3x)),x)

02:42

Indefininte Integration Using Substitution: Int(7x^2*e^(-3x^3),x)

02:44

Indefininte Integration Using Substitution: Int(2(sin(x))^5cos(x),x)

03:34

Indefininte Integration Using Substitution: Int(2/(3x+7)^4,x)

03:56

Indefininte Integration Using Substitution: Int(2x^4*sqrt(5+3x^5),x)

03:06

Indefininte Integration Using Substitution: Int(x^5(x^6-4)^14,x)

04:04

Definite Integration Application: Net Change in Calories Given Rates

05:04

Fund. Thm of Calculus Part 2: Find the x-value Where a Definite Integral Has a Local Max

05:48

Set-up and Evaluate a Definite Integral Two Ways to Find the Area Under a Line

05:44

Find the Average Value of a Quarter Circle in the First Quadrant. Find c so f(c) = Average Value

06:44

(0.2.4) Four Fundamental Differential Equations and Their Solutions

03:27

Use Summation Properties and Formulas to Evaluate Sigma Notation: Sum(9(i^2-4i+2))

03:38

Use Summation Properties and Formulas to Evaluate Sigma Notation: Sum(-3k^2+5k+7)

01:42

Use Summation Properties and Formulas to Evaluate Sigma Notation: Sum(25a+19b)

05:17

Use Summation Properties and Formulas to Evaluate Sigma Notation: Form: sum(i^3)

06:21

Use Summation Properties and Formulas to Evaluate Sigma Notation: Form: sum(i^2)

03:54

Use Summation Properties and Formulas to Evaluate Sigma Notation: Form: sum(i)

05:45

Initial Value Problem: Find the Stop Time and Braking Distance of a Car

07:37

Initial Value Problem Involving a Projectile: Find Height, Time to Hit Ground, and Terminal Velocity

05:59

Initial Value Problem: Find the Height of a Roof From a Stone Drop Given Terminal Velocity

06:51

Initial Value Problem Involving a Projectile: Find Height at 2 Seconds and Max Height

04:47

Initial Value Problem: Determine a Function Given the Second Derivative and Initial Conditions

03:23

Initial Value Problem: Determine a Function Given a Point and Expression for Slope of Tangent

04:53

Determine a Limit Using L'Hopital's Rule: Product to Quotient with Chain Rule

04:45

Determine a Limit Using L'Hopital's Rule: Product to Quotient

03:27

Determine a Limit Using L'Hopital's Rule: Chain Rule

03:17

Determine a Limit Using L'Hopitals Rule: No Chain Rule

04:25

Determine an Antiderivative of a Polynomial Function

02:29

Stoke's Theorem: Circulation Given F = del(f) Along a Smooth, Simple, Closed Curve?

06:15

Use the Divergence Theorem to Compute the Flux of a 3D Vector Field (Spherical, Arctangent)

05:01

Evaluate a Line Integral Along a Segment in Differential Form Given the Endpoints (3D)

07:02

Determine if 3D Vector Field is Conservative. Find Potential Function and Evaluate a Line Integral

06:54

2D Vector Field: Conservative? Find the Potential Function and Evaluate a Line Integral

03:07

Plot 3D Vector Fields Using CalcPlot3D

02:39

Plot 2D Vector Fields Using CalcPlot3D

10:31

Evaluate a Triple Integral Using Spherical Coordinates to Determine Volume (U-sub)

05:07

Evaluate a Line Integral of a Function (Scalar) Given with Respect to Arc Length (1)

06:01

Evaluate a Line Integral of a Function (Scalar) Given with Respect to Arc Length (2)

04:59

Using CalcPlot3D to Illustrate Volume of Revolution

01:58

Determine if Expressions Involving Gradient, Curl and Divergence Are Meaningful (3)

02:01

Determine if Expressions Involving Gradient, Curl and Divergence Are Meaningful (2)

03:48

Determine if Expressions Involving Gradient, Curl and Divergence Are Meaningful (1)

04:42

Evaluate a Basic Triple Integral Using Cylindrical Coordinates

08:06

Evaluate a Triple Integral Using Spherical Coordinates to Determine Volume

08:05

Determine the Volume of a Pyramid Using a Triple Integral

07:06

Evaluate a Triple Integral with a Trigonometric Function over a General Region: Integration by Parts

06:36

Evaluate a Triple Integral with a Trigonometric Function over a General Region

05:13

Evaluate a Basic Triple Integral over a General Region (2)

04:30

Evaluate a Basic Triple Integral over a General Region (1)

04:34

Find the Volume Under a Paraboloid and Above a Circle using Double Integral with Polar Coordinates

05:27

Find the Volume Under a Plane Given 3 Points on the Plane Over a Region R Using a Double Integral

05:08

Determine the Area Bounded by a Circle and a Chord Using a Double Integral with Polar Coordinates

05:09

Set Up a Double Integral For Both Orders of Integration

07:23

Use a Double Integral to Determine Mass Given the Density Function and a Region Bounded by Cosine

06:12

Use the Chain Rule to Find Partial Derivatives of f(x,y) with Two Independent Variables

05:28

Use the Gradient to Determine a Unit Tangent Vector to the Level Curve of f(x,y) (Polynomial)

05:20

Use the Gradient to Determine a Unit Tangent Vector to the Level Curve of f(x,y) (Quotient)