Hunter Students

For my students:

If you print the solutions by using the Print option from the Internet Brower Toolbar, they may not fit the width of the page. You may consider the following alternative: 

1. Right click on the solution (it’s just a JPG picture) and choose Copy.

2. Open a blank Microsoft Word document or a blank PowerPoint document.

3. Ctrl + V to paste the solution (i.e., the JPG picture) to Word or PowerPoint. 

4. Resize or rescale the picture to fit the page and print it out. 

Important News:

Sample Exam 2 Solution is Attached. Click on the bookmark "Exam" to go to the Exam Section.

 

Syllabus        Classwork        Homework        Exam

 

Classwork: (B = Blank version, F = Finished version, N = Notes)

Date

 Handouts
6/1 (Th) Derivative of ex and ln x (B, F)
6/5 (M) Integrals and Derivatives of Inverse Trigonometric Functions (B, F)
6/6 (Tu) Integration by Parts (B, F1, F2, F3)
6/5 (W) Strategies for Integration by Parts, Trigonometric Integrals and Trigonometric Substitution (N)
6/6 (Th) Strategies for Integration by Partial Fractions (N)

 

 

 

Homework:

Date

 Problems (Section #: Page # / Problem #)   Solutions

6/1 (Th)

7.2: 431-432 / 29-39 odd, 42, 44, 45; 7.4: 449-450 / 2-11, 17, 23, 25, 33-36, 45, 46, 74 

7.2, 7.4, 7.4, 7.4
6/5 (M) 5.5: 366-367 / 28, 31, 32, 67–73 odd; 7.4: 449 – 450 / 38, 71-73;  7.5: 483-484 / 19-27 odd, 59, 60, 65-67, 70 (Note: You can do all definite integrals as indefinite integrals only) 5.5, 7.4, 7.4, 7.5, 7.5
6/6 (Tu) 8.1: 516 / 1–9 odd, 13, 15, 16, 22, 31, 39; 8.2: 524 / 1, 2, 3, 5, 18, 20; 5.5: 366 / 21, 35 (Note: You can do all definite integrals as indefinite integrals) 8.1, 8.2, 8.2
6/7 (W) 8.2: 524 / 7-12, 13-29 odd (except 25), 30; 8.3: 530 / 1-11 odd, 16  (Note: You can do all definite integrals as indefinite integrals) 8.2, 8.2, 8.3: #16 is on 6/5’s Class Notes
6/8 (Th) 7.7: 501 / 5-27 odd, 18, 20, 22, 26; 8.4: 540 / 1-21 odd (except 13), 8, 16, 18 (Note: You can do all definite integrals as indefinite integrals) 7.7, 8.4, 8.4
6/12 (M) 7.7: 501-502 / 37-63 odd (except 55), 64
6/13 (Tu) Exam 1 (no homework)
6/14 (W) 8.8: 573-574 / 1-3, 5-25 odd, 37, 39, 40,  49-55 odd, 57-60
6/15 (Th) 8.7: 563 / 5-8, 11, 25 (do only for n = 4 and 8)
6/19 (M) 8.7: 563 / 30; 6.1: 380 / 4, 5-17 odd; 6.2: 391 / 5-10, 19, 20
6/20 (Tu) 6.2: 391 / 11-17 odd; 21-22; 6.3: 396 / 2, 3-13 odd; 9.1: 588-589 / 3-9, 17, 19 (Sec. 6.2 and 6.3: don't integrate the integrals if they are too difficult for you to integrate them, just SET UP them only)
6/21 (W) 9.2: 595 / 1-13 odd; 9.3: 606-607 / 19-29 odd, 39
6/22 (Th) 12.1: 746-747 / 3-7 odd, 19-39 odd
6/26 (M) Exam 2 (no homework)
6/27 (Tu) 12.2: 756 / 4, 6, 1-25 odd, 26, 37-39;
6/28 (W) 12.3: 765 / 3, 5, 7, 9-15, 21, 22; 12.4: 770 / 3-17 odd;
6/29 (Th) 12.5: 775 / 1-13 odd; 12.6: 781-782 / 3-23 odd
7/3 (M) 12.1: 747 / 9-14, 12.7: 784 / 1-13 odd, 14, 17, 24, 33; 12.8: 7891, 2, 3-11 odd, 19, 23

Exams:

Date Exam Solution
6/13/06 Sample Exam 1
Take-Home Exam 1		 Page 1, 2, 3, 4

6/26/06 Sample Exam 2
Take-Home Exam 2		 Page 1, 2, 3, 4, 5
7/12/06 Sample Exam 3 (Updated)
Take-Home Exam 3		 Page 1, 2, 3, 4, 5, 6
(page 6 contains the correct solution for #11a on page 5, thus replacing the problem)
7/17/06 Take-Home Final (by last name of course: A-C, D-L, M-O, P-Y)
Blank polar graph paper (if you mess up the one on the exam)
The graphics for problem #4 (if you can't see the ones on the exam)