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0:04:50
Geometric Series (Part 1): What are they?
0:07:00
Geometric Series (Part 3): Rules for Convergence & Divergence
0:04:33
Geometric Series (Part 4): Convergent & Divergent Examples
0:06:46
Geometric Series (Part 2): Partial Sums
0:10:24
Integration Techniques: U-Substitution
0:13:06
Convergence of Infinite Series: the Ratio Test
0:10:16
Optimization: A General Approach
0:07:18
Convergence of Infinite Series: The Comparison Test
0:09:25
Convergence of Infinite Series: Limit Comparison Test
0:08:29
Convergence of Infinite Series: The Divergence Test
0:10:05
A Pre-Calculus Technique: Completing the Square
0:19:16
The Gauss-Jordan elimination method (a.k.a. matrix row reduction)
0:09:47
How to use the integral test for infinite series
0:10:14
How to choose a convergence test for infinite series
0:13:45
1-Dimensional Kinematics
0:05:47
Integration by Parts
0:05:27
Integration by Parts: An Example (Ln x)
0:02:42
Quantitative Learning Center at UConn