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		<title>Comments for page &quot;Homework 1&quot;</title>
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				<guid>http://math453fall2008.wikidot.com/homework:homework-01/comments/show#post-249878</guid>
				<title>Re: Homework 1</title>
				<link>http://math453fall2008.wikidot.com/homework:homework-01/comments/show#post-249878</link>
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				<pubDate>Sun, 31 Aug 2008 17:18:12 +0000</pubDate>
				<wikidot:authorName>jensberg</wikidot:authorName>				<wikidot:authorUserId>189506</wikidot:authorUserId>				<content:encoded>
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						 <p>Try using the division algorithm on n, with d=k. Then you just need to figure out how to show that for each possible r, you can find an element in the set that would be divisible by k.</p> 
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				<guid>http://math453fall2008.wikidot.com/homework:homework-01/comments/show#post-249301</guid>
				<title>Homework 1</title>
				<link>http://math453fall2008.wikidot.com/homework:homework-01/comments/show#post-249301</link>
				<description></description>
				<pubDate>Sat, 30 Aug 2008 23:05:04 +0000</pubDate>
				<wikidot:authorName>Liebers87</wikidot:authorName>				<wikidot:authorUserId>189633</wikidot:authorUserId>				<content:encoded>
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						 <p>Heyy! Having some trouble with proving the first part. I broke it down into three different cases and proved that it held true for all the cases. My cases were as follows:</p> <p>1) n &gt; k<br /> 2) n &lt; k<br /> 3) n = k</p> <p>Anyone else go about this problem differently??</p> <p>Also, on the homework, I thought it was very helpful on problem 11 to prove that any even plus any odd is equal to an odd number. After proving that, I used that claim to prove the other parts.</p> <p>Well anyway, if you could provide any input on the first problem, that would be very helpful. Thanks!</p> <p>~Alex</p> 
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