Homework

Derivatives Gateway - you must get 100% on this exam by October 5, 2012.


Login to WeBWork and practice:
"Take Derivatives Gateway test" (this is only a practice test). The format for the exam is here.

Homework 0 - Due: Aug 28


Read the syllabus and complete the intro sheet.
Login to WeBWork and complete the demo/orientation and practice homework problems.
Memorize the Calculus I integral sheet.

Homework 1 - Due: Aug 31


5.7 - p.383: 6,11,32.
Login to WeBWork and complete: "Rectilinear Motion Using Integration".

Homework 2 - Due: Sept 3


5.8 - p.388: 4,6,9,10,11.

Homework 3 - Due: Sept 4


6.1 - p.419: 2,4,8,9,13,15,16. (15 and 16 are not due but you should know how to do these).
Login to WeBWork and complete: "Area Between Two Curves".

Homework 4 - Due: Sept 7


6.2 - p.428: 1-8,11-13,22,25

Homework 5 - Due: Sept 10


Login to WeBWork and complete: "Disks and Washers".

Homework 6 - Due: Sept 11 (the assignment will stay open until Sept 12)


Login to WeBWork and complete: "Cylindrical Shells".

Homework 7 - Due: Sept 14 (the assignment will stay open until Sept 15)


6.4 - p.441: 3.
Login to WeBWork and complete: "Arc Length".

Homework 8 - Due: Sept 17 and 18


Login to WeBWork and complete: "Surface Area" (due Sept 17) and "Work" (due Sept 18).

Homework 9 - Due: Sept 18 (the assignment will stay open until Sept 19)


7.2 - p.498: 4,8,18,30,32.
Login to WeBWork and complete: "Integration by Parts".

Test 1: Friday Sept 21. This test covers the material from Homeworks 1-9 (you will turn in the book problems at the beginning of class organized and stapled).

Homework 10 - Due: Sept 25


7.3 - p.506: 1-3,6,7,9-11,20,29,30,33,34.

Homework 11 - Due: Sept 26


7.3 - p.506: 13,15,21,57(a).
Complete this.

Homework 12 - Due: Sept 28


7.4 - p.513: 1-4,6,11,14,15,19,20.

Homework 13 - Due: Oct 1


7.4 - p.514: 39,41,43,44.
7.5 - p.521: 15,16. Here are more examples involving polynomial long division and integration.

Homework 14 - Due: Oct 2


7.5 - p.521: 1-4,9,10,13,17,23.
Login to WeBWork and complete: "Partial Fractions 1".

Homework 15 - Due: Oct 3


7.5 - p.521: 29,30,33,34*,41. (34 is not due, but is a good challenge problem).
Login to WeBWork and complete: "Partial Fractions 2".

Homework 16 - Due: Oct 5 (the assignment will stay open until Oct 7)


7.8 - p.554: 4,5,9,10,15,16.
Login to WeBWork and complete: "Improper Integrals 1".

Homework 17 - Due: Oct 8 (the assignment will stay open until Oct 9)


7.8 - p.554: 17-20, 25.
Login to WeBWork and complete: "Improper Integrals 2".

Test 2: Wednesday Oct 10. This test covers the material from Homeworks 10-17 (you will turn in the book problems at the beginning of class organized and stapled).

Homework 18 - Due: Oct 19


9.1 - p.605: 1-3,5,6.

Homework 19 - Due: Oct 22


9.1 - p.605: 7-16,23-27.

Homework 20 - Due: Oct 23


9.2 - p.613: 1-12,17-20.

Homework 21 - Due: Oct 24


9.2 - p.613: 21-24.

Homework 22 - Due: Oct 26


9.3 - p.621: 1a,1b,2a,2b,3-6.
Login to WeBWork and complete: "Infinite Series".

Homework 23 - Due: Oct 30


9.3 - p.621: 1c,2c,7,8,21-23,30,32.
9.4 - p.629: 5,6.

Homework 24 - Due: Nov 2


9.4 - p.629: 7,9,11,12,14,15,19.

Homework 25 - Due: Nov 6


9.5 - p.636: 1-7,9,10.

Test 3: Friday Nov 9. This test covers the material from Homeworks 18-25 (you will turn in the book problems at the beginning of class organized and stapled).

Homework 26 - Due: Nov 12


9.5 - p.636: 11-20.

Homework 27 - Due: Nov 13


9.5 - p.636: 28,31,40.
9.6 - p.646: 1-6.

Homework 28 - Due: Nov 14


9.6 - p.646: 7,8,11,14,16-18,26.

Homework 29 - Due: Nov 16


9.7 - p.657: 7,8.

Homework 30 - Due: Nov 19


9.7 - p.657: 11,12,17.
9.8 - p.667: 1,2,5,6,11 (Use your answers from the homework in 9.7 here. Then these problems should take almost no time!).

Homework 31 - Due: Nov 26


Enjoy the break!
9.8 - p.667: 29-34,41.

Homework 32 - Due: Nov 28


9.8 - p.667: 42-46.

Homework 33 - Due: Nov 30


See Table 9.9.1 on p.675. Memorize the Maclaurin Series for $\frac{1}{1-x}$, $e^x$, $\sin(x)$ and $\cos(x)$.

Homework 34 - Due: Dec 3


9.10 - p.687: 1,5(a-d),6(a-d),7a, 21a,24a,29a, find the Maclaurin Series for $\ln(1+x)$ using 24b (using the Maclaurin series for $\frac{1}{1+x}$), and compare the result to Table 9.9.1 on p.675.

Test 4: Friday Dec 7. This test covers the material from Homeworks 26-34 (you will turn in the book problems at the beginning of class organized and stapled).