Math 13
Calculus of Vector-Valued Functions
Written Homework
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Lectures |
Sections in Text |
Written Homework |
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Monday, January 7 |
Read Sections 1.1, 1.2, 1.3 and 1.5 |
Section 1.2 Exercises 17 and 21
are due Wednesday January 16 in
written form |
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Wednesday, January 9 |
Read Sections 2.1, 2.2 |
Section
2.1 Exercise 18 describe the surface by drawing a few level curves, Section
2.2 Exercise 17 parts b and c only (this will count as one problem). In this
exercise you have to justify your answer. due Wednesday January 16 in written form |
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Thursday, January 10 (x-hour) instead of the special day of classes on Saturday
January 12 |
Read Section 2.3 |
Section
2.3 Exercise 10 due Wednesday January
16 in written form |
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Friday, January 11 |
Read Sections 2.4, 2.5 |
Section
2.4 Exercise 17, Section 2.5 Exercise
1 due Wednesday January 16 in
written form |
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Monday, January 14 |
Read Sections 2.5, 2.6, and start 3.1 |
Section 2.5 Exercise 9 (the
computation has to be done using the matrix form of the chain rule), Exercise
15 due Wednesday January 23 in
written form |
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Wednesday, January 16 |
Read Sections 3.1, 3.2, and 3.3 |
Section 3.2 Exercises 1, 3, 5 due Wednesday January 23 in written
form |
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Friday, January 18 |
Read Section 3.3 |
Section 3.3 Exercise
25 due Wednesday January 23 in
written form |
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Monday, January 21 Martin Luther King Jr.
Day, No class Note that Tuesday
January 22 is the final day for electing to use the NRO option. |
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Wednesday, January 23 |
Read Section 3.4 |
Section
3.4 Exercises 13, 28 due Wednesday
January 30 in written form |
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Thursday, January 24 (x-hour) instead of the class on January 21 |
Read Section 3.5 and Section 4.1 |
Section 3.5 Exercises 2, 9 and
Review Exercise 25 on page 258 due
Wednesday January 30 in written form There is no WeBWorK assignment
for this day. |
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Friday, January 25 |
Read Sections 4.1, 4.2 |
We decided not to assign any written or WeBWorK homework on this day to allow you better prepare
for the Midterm. The homework on the material of Sections 4.1, 4.2 will be
assigned later on. |
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Monday, January 28 |
Read Section 4.3 |
Section 4.1 Exercises 14, 17 due Wednesday February 6 in written
form |
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Tuesday, January 29 First Midterm Exam, 6-8 PM in Carpenter 013 |
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Wednesday, January 30 |
Read Section 4.4 |
Section
4.3 Exercises 15, 18 due Wednesday
February 6 in written form |
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Friday, February 1 |
Read Sections 5.1 and 5.2 |
Section 4.4 Exercises 25, 31 and
Section 5.1 Exercise 3 due Wednesday
February 6 in written form |
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Monday, February 4 |
Read Sections 5.3, 5.4 |
Section 5.2 Exercise 5 due Wednesday February 13 in written
form |
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Wednesday, February 6 |
Read Section 5.5 |
Section 5.3 Exercise 11 and
Section 5.4 Exercise 1 (parts b and c only) These parts will not count as
separate problems. due Wednesday
February 13 in written form |
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Thursday February 7 (x-hour) instead of the class on February 8 |
Read Sections 6.1 and 6.2 |
Section
5.5 Exercise 25 and Section 6.1 Exercise 3 due Wednesday February 13 in written form |
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Friday, February 8 Winter Carnival No Class |
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Monday, February 11 |
Read Section 6.2 |
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Wednesday, February 13 |
Read Section 6.3 and start Section 6.4 |
Section 6.3 Exercise 9 due Wednesday February 20 in written form |
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Friday, February 15 |
Read Section 6.4 and 7.1 |
Section 6.4 Exercises 1,5 and
Section 7.1 Exercise 9 due Wednesday
February 20 in written form |
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Monday, February 18 |
Read Sections 7.2, 7.3 |
Section 7.2 Exercises 5, 15 due Wednesday February 27 in written form |
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Tuesday, February 19 Second Midterm Exam, 6-8 PM in Carpenter 013 |
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Wednesday, February 20 |
Read Section 7.4 |
Section 7.4 Exercises 7 and 11. Hint: In exercise 7 you
have to show that the improper integral that gives the volume enclosed by the
surface converges and the one that gives the surface area does not. due Wednesday
February 27 in written form |
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Friday, February 22 Final Day to Withdraw from a course |
Read Sections 7.5 and 7.6 |
Section
7.5 Exercise 7 and Section 7.6 Exercise 3 due Wednesday February 27 in written form |
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Monday, February 25 |
Read Section 8.1 |
Section
8.1 Exercise 12 Hint: think whether your functions P, Q satisfy the
conditions of Green’s Theorem. due
Wednesday March 5 in written form |
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Wednesday, February 27 |
Read Section 8.2 |
Section 8.2 Exercises 8 and 17 Hint: In Exercise 17 you
might want to decompose a closed surface into two pieces by cutting it along
a smooth simple closed curve. due
Wednesday March 5 in written form |
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Friday, February 29 Final day to alter
grade limit filed under the Non-Recording Option. |
Read Section 8.3 |
Section
8.3 Exercises 16 and 21 due Wednesday
March 5 in written form |
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Monday, March 3 |
Read Section 8.4 |
Section
8.4 Exercises 18, 22 due Friday March
7 in written form |
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Wednesday, March 5 |
8.5 |
There
is no written or WeBWorK homework assigned for this
day J |
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Friday, March 7 |
Wrap Up |
There
is no written or WeBWorK homework assigned for this
day J |
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Saturday March 8- Sunday 9 Pre-Examination Break |
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Tuesday March 11 Final Exam, 3-6 PM in Kemeny 008 |
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