Math 522 Homework

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P.43 #6,8,10,11
p.239 #2,15
p.239 #6,8,9,13, Honors 5,7 and extras
p.239 #10 (first part only, you don't need to weaken the condition),11,12, Honors 14.
 due Feb10 

p.239 #16,17,19,21,23
 due Feb19

 p. 239 #26,27,29
due for the first midterm

p. 239 #28 plus three extras given in class, Honors do ex #2 in Chapter 10.
due March 5

From Chapter 10 #1,3,4 Honors do #7. Use hint from class in #1.
Due March 12

Chapter 10 #8,9,12 plus two extra from class
	#10,11 Honors
due March 26

Several problems assigned in class related to properties of wedge products and the differential.
due April 2

Chapter 10 #15,17,18,19 plus an extra from class. Honors do #16
due Thursday 9

Chapter 10
#20,28,
Show that if $k = m = 2$, then Stokes' Theorem is Green's theorem. Use it
to evaluate $\int_\Gamma (2xy-x^2)dx + (x+y^2)dy$, where $\Gamma$ is the path
defined by $y=x^2$ and $x=y^2$ parametrized in the counterclockwise direction. 
This will be covered in the exam, but you do not need to hand it in.

Chapter 10
#21,22, Honors #16
#24,25,27, Honors #23 
Due Tuesday 28

Chapter 10
#31 and two problems from class
#30, and two problems from class,  Honors:32