Proving Functions One-to-One and Onto
James Hamblin
Proving Functions One-to-One and Onto
10:00
Polynomial Long Division in F[x]
James Hamblin
Polynomial Long Division in F[x]
9:18
Polynomial Long Division
James Hamblin
Polynomial Long Division
14:48
Review of Proof Techniques
James Hamblin
Review of Proof Techniques
27:52
Introduction to Probability: Examples
James Hamblin
Introduction to Probability: Examples
6:02
Multivariable Calculus: Flux Line Integrals
James Hamblin
Multivariable Calculus: Flux Line Integrals
9:44
Decomposing a Force Vector on a Slope
James Hamblin
Decomposing a Force Vector on a Slope
1:19
Application Problem: Components of a Resultant Vector
James Hamblin
Application Problem: Components of a Resultant Vector
5:08
Infinite Series Examples: Divergence Test
James Hamblin
Infinite Series Examples: Divergence Test
7:00
Using Remainder Estimates for the Integral Test
James Hamblin
Using Remainder Estimates for the Integral Test
4:03
Trigonometric Integrals (OpenStax Calculus, Vol. 2, Section 3.2)
James Hamblin
Trigonometric Integrals (OpenStax Calculus, Vol. 2, Section 3.2)
18:01
Area Between Curves #1 (OpenStax Calculus, Vol. 2, Section 2.1)
James Hamblin
Area Between Curves #1 (OpenStax Calculus, Vol. 2, Section 2.1)
12:34
Integrals that Result in Inverse Sine
James Hamblin
Integrals that Result in Inverse Sine
2:04
Properties of Power Series (OpenStax Calculus, Vol. 2, Section 6.2)
James Hamblin
Properties of Power Series (OpenStax Calculus, Vol. 2, Section 6.2)
15:51
Working with Taylor Series (OpenStax Calculus, Vol. 2, Section 6.4)
James Hamblin
Working with Taylor Series (OpenStax Calculus, Vol. 2, Section 6.4)
16:00
Taylor and Maclaurin Series (OpenStax Calculus, Vol. 2, Section 6.3)
James Hamblin
Taylor and Maclaurin Series (OpenStax Calculus, Vol. 2, Section 6.3)
14:15
Power Series and Functions (OpenStax Calculus, Vol. 2, Section 6.1)
James Hamblin
Power Series and Functions (OpenStax Calculus, Vol. 2, Section 6.1)
14:54
Ratio Test and Series Strategies (OpenStax Calculus, Vol. 2, Section 5.6)
James Hamblin
Ratio Test and Series Strategies (OpenStax Calculus, Vol. 2, Section 5.6)
14:43
Alternating Series (OpenStax Calculus, Vol. 2, Section 5.5)
James Hamblin
Alternating Series (OpenStax Calculus, Vol. 2, Section 5.5)
11:37
Comparison Tests (OpenStax Calculus, Vol. 2, Section 5.4)
James Hamblin
Comparison Tests (OpenStax Calculus, Vol. 2, Section 5.4)
16:22
The Divergence and Integral Tests (OpenStax Calculus, Vol. 2, Section 5.3)
James Hamblin
The Divergence and Integral Tests (OpenStax Calculus, Vol. 2, Section 5.3)
16:02
Infinite Series #2 (OpenStax Calculus, Vol. 2, Section 5.2)
James Hamblin
Infinite Series #2 (OpenStax Calculus, Vol. 2, Section 5.2)
10:43
Infinite Series #1 (OpenStax Calculus, Vol. 2, Section 5.2)
James Hamblin
Infinite Series #1 (OpenStax Calculus, Vol. 2, Section 5.2)
6:38
Sequences (OpenStax Calculus, Vol. 2, Section 5.1)
James Hamblin
Sequences (OpenStax Calculus, Vol. 2, Section 5.1)
17:25
Basics of Differential Equations (OpenStax Calculus, Vol. 2, Section 4.1)
James Hamblin
Basics of Differential Equations (OpenStax Calculus, Vol. 2, Section 4.1)
9:47
Improper Integrals (OpenStax Calculus, Vol. 2, Section 3.7)
James Hamblin
Improper Integrals (OpenStax Calculus, Vol. 2, Section 3.7)
17:38
Numerical Integration (OpenStax Calculus, Vol. 2, Section 3.6)
James Hamblin
Numerical Integration (OpenStax Calculus, Vol. 2, Section 3.6)
23:13
Partial Fractions #2 (OpenStax Calculus, Vol. 2, Section 3.4)
James Hamblin
Partial Fractions #2 (OpenStax Calculus, Vol. 2, Section 3.4)
26:13
Partial Fractions #1 (OpenStax Calculus, Vol. 2, Section 3.4)
James Hamblin
Partial Fractions #1 (OpenStax Calculus, Vol. 2, Section 3.4)
18:28
Trigonometric Substitution (OpenStax Calculus, Vol. 2, Section 3.3)
James Hamblin
Trigonometric Substitution (OpenStax Calculus, Vol. 2, Section 3.3)
16:13
Trigonometric Integrals (OpenStax Calculus, Vol. 2, Section 3.2) [ERROR IN #2 SOLUTION]
James Hamblin
Trigonometric Integrals (OpenStax Calculus, Vol. 2, Section 3.2) [ERROR IN #2 SOLUTION]
18:49
Integration by Parts (OpenStax Calculus, Vol. 2, Section 3.1)
James Hamblin
Integration by Parts (OpenStax Calculus, Vol. 2, Section 3.1)
18:08
Physical Applications #2 (OpenStax Calculus, Vol. 2, Section 2.5)
James Hamblin
Physical Applications #2 (OpenStax Calculus, Vol. 2, Section 2.5)
9:34
Physical Applications #1 (OpenStax Calculus, Vol. 2, Section 2.5)
James Hamblin
Physical Applications #1 (OpenStax Calculus, Vol. 2, Section 2.5)
11:03
Volumes by Slicing #2 (OpenStax Calculus, Vol. 2, Section 2.2)
James Hamblin
Volumes by Slicing #2 (OpenStax Calculus, Vol. 2, Section 2.2)
19:59
Volumes by Slicing #1 (OpenStax Calculus, Vol. 2, Section 2.2)
James Hamblin
Volumes by Slicing #1 (OpenStax Calculus, Vol. 2, Section 2.2)
10:12
Area Between Curves #2 (OpenStax Calculus, Vol. 2, Section 2.1)
James Hamblin
Area Between Curves #2 (OpenStax Calculus, Vol. 2, Section 2.1)
16:02
Linear Algebra Example: Determinants
James Hamblin
Linear Algebra Example: Determinants
7:47
Linear Independence Problems - Using the Definition
James Hamblin
Linear Independence Problems - Using the Definition
9:05
Precalculus Examples: Combining Trig Functions and Inverse Trig Functions
James Hamblin
Precalculus Examples: Combining Trig Functions and Inverse Trig Functions
15:27
Trigonometry Examples: Reference Angles
James Hamblin
Trigonometry Examples: Reference Angles
9:45
Linear Algebra Example: The Singular Value Decomposition
James Hamblin
Linear Algebra Example: The Singular Value Decomposition
10:40
Linear Algebra Example: Span Questions
James Hamblin
Linear Algebra Example: Span Questions
12:47
Linear Algebra - Lecture 32 - Dimension, Rank, and Nullity
James Hamblin
Linear Algebra - Lecture 32 - Dimension, Rank, and Nullity
10:38
Linear Algebra - Lecture 31 - Coordinate Systems
James Hamblin
Linear Algebra - Lecture 31 - Coordinate Systems
12:53
Linear Algebra - Lecture 30 - Basis of a Subspace
James Hamblin
Linear Algebra - Lecture 30 - Basis of a Subspace
14:37
Linear Algebra - Lecture 29 - Column Space of a Matrix
James Hamblin
Linear Algebra - Lecture 29 - Column Space of a Matrix
12:54
Linear Algebra - Lecture 28 - Null Space of a Matrix
James Hamblin
Linear Algebra - Lecture 28 - Null Space of a Matrix
13:03
Linear Algebra - Lecture 27 - Subspaces of R^n
James Hamblin
Linear Algebra - Lecture 27 - Subspaces of R^n
24:55
Math for Liberal Studies - Lecture 3.8.2 A Brief Discussion of Public-Key Cryptography
James Hamblin
Math for Liberal Studies - Lecture 3.8.2 A Brief Discussion of Public-Key Cryptography
8:02
Math for Liberal Studies - Lecture 3.8.1 Affine and Multiplicative Ciphers
James Hamblin
Math for Liberal Studies - Lecture 3.8.1 Affine and Multiplicative Ciphers
15:27
Math for Liberal Studies - Lecture 3.7.2 The Vigenère and Autokey Ciphers
James Hamblin
Math for Liberal Studies - Lecture 3.7.2 The Vigenère and Autokey Ciphers
16:20
Math for Liberal Studies - Lecture 3.7.1 Introduction to Modular Arithmetic
James Hamblin
Math for Liberal Studies - Lecture 3.7.1 Introduction to Modular Arithmetic
8:40
Math for Liberal Studies - Lecture 3.6.2 The Bifid Cipher
James Hamblin
Math for Liberal Studies - Lecture 3.6.2 The Bifid Cipher
14:55
Math for Liberal Studies - Lecture 3.6.1 Substitution Ciphers
James Hamblin
Math for Liberal Studies - Lecture 3.6.1 Substitution Ciphers
15:26
Math for Liberal Studies - Lecture 3.5.2 Hamming Distance
James Hamblin
Math for Liberal Studies - Lecture 3.5.2 Hamming Distance
11:38
Math for Liberal Studies - Lecture 3.5.1 Parity Checksums
James Hamblin
Math for Liberal Studies - Lecture 3.5.1 Parity Checksums
9:16
Math for Liberal Studies - Lecture 3.4.2 UPC Bar Codes
James Hamblin
Math for Liberal Studies - Lecture 3.4.2 UPC Bar Codes
12:56
Math for Liberal Studies - Lecture 3.4.1 POSTNET Bar Codes
James Hamblin
Math for Liberal Studies - Lecture 3.4.1 POSTNET Bar Codes
12:36
Math for Liberal Studies - Lecture 3.3.2 ISBN's and Credit Card Numbers
James Hamblin
Math for Liberal Studies - Lecture 3.3.2 ISBN's and Credit Card Numbers
15:23
Math for Liberal Studies - Lecture 3.3.1 UPC and Routing Numbers
James Hamblin
Math for Liberal Studies - Lecture 3.3.1 UPC and Routing Numbers
11:22
Math for Liberal Studies - Lecture 3.2.2 Detecting Errors
James Hamblin
Math for Liberal Studies - Lecture 3.2.2 Detecting Errors
15:17
Math for Liberal Studies - Lecture 3.2.1 Money Orders and Remainders
James Hamblin
Math for Liberal Studies - Lecture 3.2.1 Money Orders and Remainders
7:33
Math for Liberal Studies - Lecture 3.1.2 Errors and Digits
James Hamblin
Math for Liberal Studies - Lecture 3.1.2 Errors and Digits
8:28
Math for Liberal Studies - Lecture 3.1.1 Format and Validity
James Hamblin
Math for Liberal Studies - Lecture 3.1.1 Format and Validity
4:45
Math for Liberal Studies - Lecture 2.9.2 The Banzhaf Power Index
James Hamblin
Math for Liberal Studies - Lecture 2.9.2 The Banzhaf Power Index
20:58
Math for Liberal Studies - Lecture 2.9.1 The Shapley-Shubik Power Index
James Hamblin
Math for Liberal Studies - Lecture 2.9.1 The Shapley-Shubik Power Index
12:40
Math for Liberal Studies - Lecture 2.8.2 Coalitions and Special Voters
James Hamblin
Math for Liberal Studies - Lecture 2.8.2 Coalitions and Special Voters
16:27
Math for Liberal Studies - Lecture 2.8.1 Weighted Voting Systems
James Hamblin
Math for Liberal Studies - Lecture 2.8.1 Weighted Voting Systems
7:11
Math for Liberal Studies - Lecture 2.7.3 The Standard Divisor
James Hamblin
Math for Liberal Studies - Lecture 2.7.3 The Standard Divisor
15:27
Math for Liberal Studies - Lecture 2.7.2 Hamilton's Method and Apportionment Paradoxes
James Hamblin
Math for Liberal Studies - Lecture 2.7.2 Hamilton's Method and Apportionment Paradoxes
16:58
Math for Liberal Studies - Lecture 2.7.1 The Apportionment Problem
James Hamblin
Math for Liberal Studies - Lecture 2.7.1 The Apportionment Problem
8:32
Math for Liberal Studies - Lecture 2.6.2 Approval and Range Voting
James Hamblin
Math for Liberal Studies - Lecture 2.6.2 Approval and Range Voting
15:10
Math for Liberal Studies - Lecture 2.6.1 Arrow's Theorem
James Hamblin
Math for Liberal Studies - Lecture 2.6.1 Arrow's Theorem
5:47
Math for Liberal Studies - Lecture 2.5.1 Sequential Pairwise Voting
James Hamblin
Math for Liberal Studies - Lecture 2.5.1 Sequential Pairwise Voting
9:03
Math for Liberal Studies - Lecture 2.5.2 Runoff Voting
James Hamblin
Math for Liberal Studies - Lecture 2.5.2 Runoff Voting
16:36
Math for Liberal Studies - Lecture 2.4.2 Irrelevant Alternatives
James Hamblin
Math for Liberal Studies - Lecture 2.4.2 Irrelevant Alternatives
12:01
Math for Liberal Studies - Lecture 2.3.2 The Condorcet Winner Criterion
James Hamblin
Math for Liberal Studies - Lecture 2.3.2 The Condorcet Winner Criterion
7:00
Math for Liberal Studies - Lecture 2.3.1 Pairwise Elections
James Hamblin
Math for Liberal Studies - Lecture 2.3.1 Pairwise Elections
8:41
Math for Liberal Studies - Lecture 2.4.1 The Borda Count
James Hamblin
Math for Liberal Studies - Lecture 2.4.1 The Borda Count
10:32
Math for Liberal Studies - Lecture 2.2.2 May's Theorem
James Hamblin
Math for Liberal Studies - Lecture 2.2.2 May's Theorem
14:35
Math for Liberal Studies - Lecture 2.2.1 Preference Lists
James Hamblin
Math for Liberal Studies - Lecture 2.2.1 Preference Lists
6:16
Math for Liberal Studies - Lecture 2.1.2 Plurality and Majority
James Hamblin
Math for Liberal Studies - Lecture 2.1.2 Plurality and Majority
3:58
Math for Liberal Studies - Lecture 2.1.1 Introduction to Controversial Elections
James Hamblin
Math for Liberal Studies - Lecture 2.1.1 Introduction to Controversial Elections
7:50
Math for Liberal Studies - Lecture 1.9 The Knapsack Problem
James Hamblin
Math for Liberal Studies - Lecture 1.9 The Knapsack Problem
12:53
Math for Liberal Studies - Lecture 1.8.4 Scheduling Problems
James Hamblin
Math for Liberal Studies - Lecture 1.8.4 Scheduling Problems
9:18
Math for Liberal Studies - Lecture 1.8.3 Sorted-Weight Algorithms
James Hamblin
Math for Liberal Studies - Lecture 1.8.3 Sorted-Weight Algorithms
10:18
Math for Liberal Studies - Lecture 1.8.2 One-at-a-Time Algorithms
James Hamblin
Math for Liberal Studies - Lecture 1.8.2 One-at-a-Time Algorithms
12:19
Math for Liberal Studies - Lecture 1.8.1 The Bin-Packing Problem
James Hamblin
Math for Liberal Studies - Lecture 1.8.1 The Bin-Packing Problem
5:17
Math for Liberal Studies - Lecture 1.7.3 Upper and Lower Bounds
James Hamblin
Math for Liberal Studies - Lecture 1.7.3 Upper and Lower Bounds
7:40
Math for Liberal Studies - Lecture 1.7.2 The Greedy Coloring Algorithm
James Hamblin
Math for Liberal Studies - Lecture 1.7.2 The Greedy Coloring Algorithm
16:08
Math for Liberal Studies - Lecture 1.7.1 Maps and Colors
James Hamblin
Math for Liberal Studies - Lecture 1.7.1 Maps and Colors
6:02
Math for Liberal Studies - Lecture 1.6.2 Using Kruskal's Algorithm
James Hamblin
Math for Liberal Studies - Lecture 1.6.2 Using Kruskal's Algorithm
7:08
Math for Liberal Studies - Lecture 1.6.1 Kruskal's Algorithm
James Hamblin
Math for Liberal Studies - Lecture 1.6.1 Kruskal's Algorithm
7:29
Math for Liberal Studies - Lecture 1.5.2 The Sorted-Edges Algorithm
James Hamblin
Math for Liberal Studies - Lecture 1.5.2 The Sorted-Edges Algorithm
13:00
Math for Liberal Studies - Lecture 1.5.1 The Nearest-Neighbor Algorithm
James Hamblin
Math for Liberal Studies - Lecture 1.5.1 The Nearest-Neighbor Algorithm
7:09
Math for Liberal Studies - Lecture 1.4.2 The Brute-Force Method
James Hamblin
Math for Liberal Studies - Lecture 1.4.2 The Brute-Force Method
11:27
Math for Liberal Studies - Lecture 1.4.1 The Postal Worker Problem
James Hamblin
Math for Liberal Studies - Lecture 1.4.1 The Postal Worker Problem
4:05
Math for Liberal Studies - Lecture 1.3.2 "Eulerizing" Practice Problems
James Hamblin
Math for Liberal Studies - Lecture 1.3.2 "Eulerizing" Practice Problems
11:21
Math for Liberal Studies - Lecture 1.3.1: Fixing Graphs with Odd Degrees
James Hamblin
Math for Liberal Studies - Lecture 1.3.1: Fixing Graphs with Odd Degrees
4:59