Math 14
Winter 2011
Vector Calculus, Honors Section
Written Homework
The WeBWorK homework assignment can be found here
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Lectures |
Sections in Text |
Brief Description |
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Wednesday, January 5 |
Sections 1.1-1.5 |
Exercise 21.a on page 62, Exercise 17 on page 88 in written form due Wednesday January 12 |
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Friday, January 7 |
Sections 1.5, 2.1, 2.2 |
Exercise 12 on page 87, Exercise 8 on page 125 in written form due Wednesday January 12 |
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Monday January 10 |
Section 2.2 |
Exercise 17.b on page 126, Exercise 25 on page 127 in written form due Wednesday January 19 |
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Wednesday January 12 |
Sections 2.3 and 2.3 |
Exercise 12.a on page 140, Exercise 19 on page 141 in written form due Wednesday January 19 |
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Friday January 14 |
Sections 2.5 and 2.6 |
Exercise 9 on page 160 (You have to use the matrix form of the chain rule) and Exercise 20 on page 161 in written form due Wednesday January 19 |
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Monday January 17 MLK day, no class. Instead we have an x-hour on Thursday January 20 |
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Wednesday January 19 First Project will be distributed on this date. It will be due Wednesday January 26. |
Sections 2.6 and 3.1 |
Exercise 19, page 173 (Hint: you may want to use the limit definition of partial derivatives and compare the right hand side and the left hand side limits.) in written form due Wednesday January 26 |
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Thursday January 20 x-hour instead of the class on Monday January 17 |
Section 3.2 and 3.3 |
Exercise 11, page 191, Exercise 6 page 202 in written form due Wednesday January 26 |
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Friday, January 21 |
Section 3.3 |
Exercise 27, page 223 in written form due Wednesday January 26 |
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Monday, January 24 |
Sections 3.3 and 3.4 |
Exercise 19 on page 223 and exercise 13 on page 244 in written form due Wednesday February 2 |
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Wednesday January 26 The first homework project is due on this date |
Section 3.4 and 3.5 |
Exercise 2 on page 253, exercise 9 on page 254 and exercise 12 on page 255 in written form due Wednesday February 2 |
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Friday, January 28 |
Section 4.1 |
Exercise 13 on page 274 in written form due Wednesday February 2 |
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Monday, January 31 First Midterm Exam 6-8 PM in Kemeny 108 |
Sections 4.2 and 4.3 |
Exercise 18 page 294 in written form due Wednesday February 9 |
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Wednesday, February 2 |
Section 4.4 |
Exercises 25 and 31 on page 312 in written form due Wednesday February 9 |
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Thursday, February 3 x-hour |
Sections 5.1 and 5.2 |
Exercise 12 on page 340 in written form due Wednesday February 9 |
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Friday, February 4 |
Sections 5.3 and 5.4 |
Exercise 13 on page 354 in written form due Wednesday February 9 |
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Monday, February 7 |
Section 5.5 |
Exercise 12 on page 354, Exercise 6 on page 364 in written form due Wednesday February 16 |
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Wednesday, February 9 The Second Homework Project will be distributed on this date. It will be due on Friday February 18 |
Section 6.1 and 6.2 |
Exercise 6 on page 390 and Exercise 8 on page 391 in written form due Wednesday February 16 |
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Thursday, February 10 x-hour instead of the class on February 11 |
Sections 6.3 and 6.4 |
Exercise 9 on page 405 in written form due Wednesday February 16 |
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Friday, February 11 Carnival Holiday. No class. Instead we will have an x-hour on Thursday February 10 |
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Monday, February 14 |
Sections 7.1 and 7.2 |
Exercise 13 on page 428, Exercise 4 on page 447 in written form due Wednesday February 23 |
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Wednesday, February 16 |
Section 7.3 |
Exercise 4 on page 459 in written form due Wednesday February 23 |
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Friday, February 18 The Second Homework Project is due on this date. |
Section 7.4 and 7.5 |
Exercise 11 on page 472, Exercise 2 on page 480 and Exercise 3 on page 480 in written form due Wednesday February 23 |
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Monday, February 21 Second Midterm Exam 6-8 PM in Kemeny 108 |
Sections 7.6 and 8.1 |
Exercise 11 on page 499 and Exercise 10 on page 529 in written form due Wednesday March 2 |
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Wednesday, February 23 Final day to withdraw from a course; any later request to withdraw from a course requires petition to a special committee |
Section 8.2 |
Exercise 12 on page 529, Exercise 15 on page 548 in written form due Wednesday March 2 |
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Friday, February 25 |
Section 8.3 |
Exercise 18.b on page 549, Exercise 16 on page 560 in written form due Wednesday March 2 |
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Monday, February 28 |
Section 8.4 |
Exercise 16 on page 575 and Exercise 18 on page 575 in written form due Wednesday March 9 |
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Wednesday, March 2 |
Section 8.6 |
Exercise 22 on page 575, Exercise 1 (parts c and d only) on page 603, Exercise 3 (parts b and d only) on page 604 in written form due Wednesday March 9 |
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Friday, March 4 |
Section 8.6 |
Exercise 8 on page 604, Exercise 10 on page 605 in written form due Wednesday March 9 |
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Monday, March 7 |
Section 8.6 |
Let Φ(u1, u2, u3)=(u3+3u1, sin(u3), u2, u1, u1u2) with 0≤u1≤1, 0≤u2≤2, 0≤u3≤5, be an orientation preserving parameterization of the oriented 3-dimensional surface ∑in R5. Compute ∫∑ ω, where ω=x1dx3^dx4^dx5+ 3x2dx1^dx3^dx4 in written form due Wednesday March 9. There is no WeBWorK assignment for this day. |
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Wednesday, March 9 |
Wrap Up |
There will be neither written nor WeBWorK homework assignment for this day. J |
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Saturday, March 12 Final Exam 11:30 AM – 2:30 PM in Haldeman 028 |
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