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0:03:09
Example of bounded sequence that does NOT converge
0:09:47
Prove that (i / 2)^n converges to zero
0:07:34
a_n goes to infinity?
0:10:45
Proof that 3+2i + (0.8+0.5i)^n converges.
0:12:57
Proof that c^n goes to zero when c is between 0 and 1
0:07:44
Proof of going to infinity
0:11:45
Proof that (n-1)/(n+1) converges to 1
0:11:40
Definition of convergence of a sequence
0:11:55
Bounded definition and examples
0:10:27
Recursive definitions of sequences
0:14:22
Rotation and scaling by complex multiplication
0:18:05
Examples of sequences
0:09:56
Pascal’s triangle practice
0:16:30
Nth roots of unity
0:15:13
What are sequences?
0:13:04
Babylonian sequence from linear approximation
0:14:51
Square root of 2 is irrational. Proof.
0:09:16
Other exponentials, like 2 to the z, z complex
0:08:52
Taylor series at a point
0:14:36
U substitution as a change in volume factor
0:14:24
Log as an inverse and an integral
0:11:22
Inverse functions and derivatives
0:18:05
Prove unit circle at unit speed, exponential e^it
0:12:00
Cos and sin and complex exponential, setup
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