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0:21:48
SageMath plotting demo
0:19:48
sagemath demo ellipse evolute
0:14:12
2.2 number 5 integral
0:06:16
Proof sin(x) = sin(pi - x)
0:12:51
3.2 the derivative. Short calculus
0:11:22
3.1 Slope of a curve. Short calculus
0:25:47
4.4 exercises 3-9
0:07:09
Exercise 10 of section 4.3
0:07:46
Defining the derivative in multivariable calculus
0:09:01
Proof of multivariable chain rule
0:20:53
Corrected proof of exp(x+y)=exp(x)exp(y)
0:42:28
Correct proof of exp(x+y)=exp(x)exp(y)
0:05:20
Hints for homework 4
0:08:07
Power series and radius of convergence
0:15:58
Proof of Babylonian square root algorithm
0:14:07
State and prove MCT (monotone convergence theorem)
0:09:22
Cauchy definition. Convergent implies Cauchy
0:13:10
Example of monotone increasing, bounded, and limit
0:09:05
Proof by induction, sum of squares
0:06:27
Proof by induction, 1+2+…+n
0:16:48
Real and imaginary parts converge too!
0:01:58
Example of two sequences that do NOT converge, but their sum does!
0:11:56
Prove first limit law, limit of a sum is the sum of the limits
0:16:37
Convergent sequences are bounded
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