• Homework 1: (Due Fri, Jun 22 by 5pm, Total Points: 90)
Problems 4, 6, 18, 21 (before doing parts a - f, list all the simple events), 25, 27, 30, 32 from Scanned pdf.

• Homework 2: (Due Fri, Jun 29 by 5pm, Total Points: 80 + 10 bonus points)
Problems 51, 54, 59, 69, 74, 78, 80, 83, 84 (Parts a - e) from Scanned pdf. There is an optional bonus question on the last page.

• Homework 3: (Due Fri, Jul 06 by 5pm, Total Points: 80 + 10 bonus points)
Problems 10, 15, 17 (Parts a - c), 24, 38, 54, 66 (Parts a - b), 87, 88 (Parts a - b) from Scanned pdf 1 and Problem 29 from Scanned pdf 2. Optional bonus problems: 17(d), 66(c) and 88(c).

• Homework 4: (Due Fri, Jul 13 by 5pm, Total Points: 80 + 10 bonus points)
Problems 4, 8, 15, 19, 20, 22 from Scanned pdf. There is an optional bonus problem on the last page.
You can use computer software to graph functions. You may change the problem 15(d) to "Show that the 75th percentile of the distribution is 0.9036".

• Homework 5: (Due Fri, Jul 20 by 5pm, Total Points: 75 + 15 bonus points)
Problems 36, 42, 43, 44, 46, 69, 79 (Parts b - d), 81, 108 from Scanned pdf. Optional bonus problems: Problems 63, 79(a) and the bonus problem on the last page.
If you don't attempt problem 79(a), use the fact that the mean value and standard deviation of ln(X) are 9.16384 and 0.38525 respectively for the following parts.

• Homework 6: (Due Mon, Jul 30 in class, Total Points: 80 + 20 bonus points)
Problems {7, 26}, 10, {12, 32}, 27, 37, 50, 56, 69, 72 from Scanned pdf. There is an optional bonus problem on the last page.
Problems within each set of braces can be considered as different parts of a single problem in the given order.