http:^^www.cs.washington.edu^education^courses^321^96f^hw4.html

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Date: Tue, 10 Dec 1996 16:51:58 GMTServer: NCSA/1.4.2Content-type: text/html<HTML><head><title>CSE 321 Assignment #4</title></head><body><h1>CSE 321 Assignment #4<br>Autumn 1996</h1><h3>Due: Friday, October 25, 1996.<br></h3><p>Reading Assignment: Read sections 3.2 and 3.3 of the text.The following problems are from the Third Edition of the text. <p>Practice Problems: page 198, Problem 5; page 199, Problem 21.<p> Problems: <ol><p><li> Prove that the square of an integer not divisible by 6 leaves aremainder of 1, 3 or 4 when divided by 6.  (Hint:  Use a proof by cases,one case per possible remainder when the integer is divided by 6.)<p><li> page 198, Problem 8<p><li> page 198, Problem 10.  (Recall that n! is the product of the numbersfrom 1 to n.)<p><li> page 199, Problem 18<p><li> page 199, Problem 20<p><li> page 199, Problem 28<p><li> (Bonus) page 200, Problem 50</ol></body></html>

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