1   Prof Radke lecture 22

His notes

2   Final exam

1. Optional; will replace exam 1 if higher.
2. Open book, open notes.
3. 24 hours to do.
4. You will need an internet connection.
5. Submit to gradescope.

3   Worked out book examples

1. Section 7.2, p365.

   Note: Chebyshev inequality, Eqn 4.76, p 182. says

   \(P[ | X-m | \ge a ] \le \sigma^2/ a^2\)

   Eqn 7.20, p 366 is useful:

   \(P[ | M_n-\mu | < \epsilon ] \ge 1 - \sigma^2 / (n \epsilon^2)\)

2. Example 7.10, 7.11, 7.12.