MATH 5302  Elementary Analysis  MW 7 - 8:15pm
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<H2>Review session, Monday, May 8 5:30 pm, BE 2.526</H2>

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HW #1:  Due Monday Jan 24
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<li>Ch 3:  5, 6, 7, 9, 10, 11, 12

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HW #2:  Due Monday Feb 7
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<li>Ch 3:  8, 13 

<li>Ch 4:  19, 26

<li>Ch 5:  1-7
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HW #3:  Due Monday Feb 14
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<li>Ch 5:  8, 11, 12
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HW #4:  Due Monday Feb 21
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<li>Ch 4:  19, finish 26
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Due Monday, March 13:

HW #3 ch 5 redo or HW #4 ch 4 redo
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Due Wednesday, March 15:

<li>HW #4 ch 4 redo or HW #3 ch 5 redo
<li> Midterm #1 redo
<li>HW #5  Ch 6:  1-6, 8
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Due Monday March 20:
<li>HW #6  Ch 6:  9-13, 15,  19

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Due Wednesday, April 5
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HW #7 Ch 7:  1 - 9, 11, 13 <BR>
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&nbsp;      Ch 8:  2

<P>Quiz:  April 10

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Due Wednesday, April 12
<li>HW #8 Ch 7:  16<BR>
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&nbsp;      Ch 8:  3

<P>Take-home exam due Wednesday, April 19 (handed out on April 12).

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Due Monday, May 1
<LI>HW #9 Ch 8: 1, 4ac, 6, 9, Prove Thm 8.6.5 and

<LI> Show that x0 in definition 8.7b exists.
<LI>Show 4x0 = circumference of a circle with radius one.
<LI>show that C(x) = cos(x) and S(x) = sin x when x is real.
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<P>The following will NOT be assigned later:
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<LI>HW #10 Ch 8: (choose two of the following: 12, 13, 15, 16, 19), <BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
(choose
one of the following: 22 or 30)

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Final Exam:  Wed May 10, 6:30pm