09:36

Lit Calculus 43: Related Rates, Walking Away from a Lamppost

08:09

Lit Calculus 42: Related Rates, Driving to Meet a Friend

06:22

Lit Calculus 41: Related Rates, Ripples in a Pond

09:50

Lit Calculus 87: Area between Graphs by Integrating along y-axis

11:20

Lit Calculus 86: Area Between Graphs

11:13

Lit Calculus 85: Even/Odd Functions and Integration

10:36

Lit Calculus 84: Solving Definite Integrals with u-Substitution

12:09

Lit Calculus 83: Solving Tricky Integrals with u-Substitution

14:26

Lit Calculus 82: u-Subsitution for Indefinite Integral

14:27

Lit Calculus 81: Definite Integral and Undoing the Chain Rule

09:38

Lit Calculus 80: Fundamental Theorem, More Examples of Derivative of Definite Integral

10:31

Lit Calculus 79: The Fundamental Theorem: Derivative of Definite Integral

15:00

Lit Calculus 78: Fundamental Theorem of Calculus and the Mean Value Theorems

09:02

Lit Calculus 77: More Examples of Calculating Definite Integral with Fundamental Theorem of Calculus

08:02

Lit Calculus 76: Calculating Definite Integral with Fundamental Theorem of Calculus

07:55

Lit Calculus 75: Definite Integral of Semicircle

11:14

Lit Calculus 74: Definite Integral of Line, 3 Solutions

16:08

Lit Calculus 73: Properties of the Definite Integral

13:49

Lit Calculus 72: Average Height of Function & Mean Value Theorem

13:20

Lit Calculus 71: Riemann Sum, Area under 2x-x^2

07:03

Lit Calculus 70: Riemann Sum, Area under x^2

15:34

Lit Calculus 69: Riemann Sum, Approximating Area under Graph

08:05

Lit Calculus 68: Working with Summation Formulas

08:39

Lit Calculus 67: Summation Formula and Sigma Notation

10:46

Lit Calculus 66: Physics Application of Antiderivatives

09:45

Lit Calculus 65: Antiderivative Examples with Graphs

12:05

Lit Calculus 64: Calculating Antiderivatives of Trig Functions

12:58

Lit Calculus 63: Calculating the Antiderivative

08:56

Lit Calculus 62: Consequences of the Mean Value Theorem

08:42

Lit Calculus 61: Examples of the Mean Value Theorem

08:48

Lit Calculus 60: Intro to the Mean Value Theorem

05:13

Lit Calculus 59: Using Rolle's Theorem

06:22

Lit Calculus 58: Intro to Rolle's Theorem

57:48

Algebraic Topology 22: Cup Product of Torus & Klein Bottle

45:58

Algebraic Topology 21: Cup Product

53:24

Algebraic Topology 20: Introduction to Cohomology

01:00:54

Algebraic Topology 19: Category Theory

58:59

Algebraic Topology 18: Mayer-Vietoris

01:06:07

Algebraic Topology 17: Degree and Cellular Homology

42:46

Algebraic Topology 16: Singular Homology = Simplicial Homology

57:07

Algebraic Topology 15: Exact Sequence of Homology and Excision

54:14

Algebraic Topology 14: Exact Sequences & Homology of Spheres

01:06:02

Algebraic Topology 13: Homotopy Equivalence Preserves Homology

55:48

Algebraic Topology 12: Intro to Singular Homology

01:00:07

Algebraic Topology 11: What is homology measuring?

01:26:36

Algebraic Topology 10: Simplicial Homology

01:12:23

Algebraic Topology 9 : Deck Transformations of Covering Spaces

01:08:55

Algebraic Topology 8: Properties of Covering Spaces

01:00:46

Algebraic Topology 7: Covering Spaces

01:16:52

Algebraic Topology 6: Seifert-Van Kampen Theorem

01:07:59

Algebraic Topology 5: Homeomorphic Spaces have Isomorphic Fundamental Groups

01:06:40

Algebraic Topology 4: Brouwer Fixed Point Theorem & Borsuk-Ulam

01:01:06

Algebraic Topology 3: Fundamental Group is a Group!

01:05:37

Algebraic Topology 2: Introduction to Fundamental Group

01:08:49

Algebraic Topology 1: Homotopy Equivalence

01:08:59

Algebraic Topology 0: Cell Complexes

47:44

Metric Spaces 11: Dense & Seperable Topological Spaces

48:33

Metric Spaces 12: L^p is Separable, L^infinity isn't

48:48

Metric Spaces 10: Holder's & Minkowski's Inequality

46:58

Metric Spaces 9: Contraction Mapping Theorem