Math 2163, Section 5, Spring 2008.

             Syllabus

Extra homework for students with honors contract is at the end of this page (due by April 24).

Final Exam on Thursday, May 1, 2-3:50 pm in class.

(Final exam is cumulative: review all previous homework and exams)

Practice Final Exam

Practice Final Exam solutions

Homework 12: (due Tuesday, April 22):

Sec 16.8: #9,16,22,34,36; Sec 16.9: #3,8,11.

Exam 3 solutions

Exam 3 is on Thursday April 17.

Practice Exam 3 solutions

Work on Practice Exam 3 before review on Tuesday April 15.

Homework 11: (Due Thursday, April 10):

Sec 16.6: # 1,2,6,10; Sec 16.7: #5,7,9,19.

Homework 10: (Due Tuesday, April 8)

Sec 16.4: #2,4,6,10,12,21,22. (Hint for 22: subtract from the volume inside the sphere the volume inside the cylinder and the sphere)

Sec 16.5: #3,7,12.

Homework 9: (Due Tuesday, April 1)

Sec 13.6: # 21—28 (8 problems; give reasons for graphs using traces in coordinate planes or

writing equations in standard form with a change of variables if necessary)

Sec 13.7: # 3,13,23,27,54.

Exam 2 solutions

Exam 2 will be on Thursday, March 27.

Practice Exam 2 solutions

Work on Practice Exam 2 before review on Thursday March 13.     

Homework 8: (Due Tuesday, March 11):

Sec 16.3: 2,5,9,11,19.

Homework 7 (Due March 6):

Sec 15.8: 4,8,18; Sec 16.1: 1,2; Sec 16.2: 3,5,6,9,14.

Homework 6 (Due Feb 28):

Sec 15.6: #21; Sec 15.7: 4,8,28,30,49.

Homework 5 (Due Feb 21):

Sec 15.5: 8,14,22,33; Sec 15.6: 6,8,16,40,48.

Exam 1 solutions

Review problems for Exam 1 Practice Exam 1

Some answers to review Practice Exam answers

Homework 4 (Due Feb 7):

Sec 15.3: 16,26,42,50,70a; Sec 15.4: 4,16,17,24,30.

Homework 3 (Due Jan 31):

Sec 15.1: 6,8,12,22,26,30,40;

Sec 15.2: 6,7,9,12,15,18,24.

Homework 2 (Due Jan 24):

Sec 13.4, #2, 14, 16, 26, 32, 34;

Sec 13.5, #4, 8, 10, 18, 26, 28,32,42,54.

Homework 1 (Due Jan 17):

Sec 13.1, #16;

Sec 13.2, #4(c,d), 6(d,f),8,14,22;

Sec 13.3: #6,10,20,22,24,26,38.

 

Extra Homework for students with honors contract:

Section 15.5, #53,54,55.

Discovery Project on page 1000: # 1, 3(a,b).

Solve 13.7.68. Hint: Change from spherical to rectangular coordinates and use the dot product to compute the angle.

Discovery project on page 1076: Compute the volume of the intersection of the three cylinders in #2.