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	<title>John Ciacia &#187; e</title>
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		<title>Euler&#8217;s Constant</title>
		<link>http://www.johnciacia.com/2009/05/21/eulers-constant/</link>
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		<pubDate>Thu, 21 May 2009 05:33:44 +0000</pubDate>
		<dc:creator>John</dc:creator>
				<category><![CDATA[C++]]></category>
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		<category><![CDATA[e]]></category>
		<category><![CDATA[euler]]></category>
		<category><![CDATA[eulers constant]]></category>
		<category><![CDATA[factorial]]></category>
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		<description><![CDATA[Calculate Euler&#8217;s constant. Related posts:Binary to Decimal Conversion


Related posts:<ol><li><a href='http://www.johnciacia.com/2009/05/21/133/' rel='bookmark' title='Permanent Link: Binary to Decimal Conversion'>Binary to Decimal Conversion</a></li>
</ol>]]></description>
			<content:encoded><![CDATA[<p>Calculate Euler&#8217;s constant.</p>
<div class="hl-container">
<div class="hl-main">
<pre><span >#include</span><span > </span><span class="hl-quotes">&lt;</span><span class="hl-string">stdio.h</span><span class="hl-quotes">&gt;</span><span ></span><span class="hl-code">
</span><span class="hl-mlcomment">/*</span><span class="hl-mlcomment">*
 * This code will calculate e
 * as the sum of the infinite series
 * 1/1! + 1/2! + 1/3! + ... + 1/n!
 * g++ e.c
 * ./a.out
 </span><span class="hl-mlcomment">*/</span><span class="hl-code">
</span><span >int</span><span class="hl-code"> </span><span class="hl-identifier">factorial</span><span class="hl-brackets">(</span><span >unsigned</span><span class="hl-code"> </span><span >int</span><span class="hl-code"> </span><span class="hl-identifier">i</span><span class="hl-brackets">)</span><span class="hl-code">;

</span><span >int</span><span class="hl-code"> </span><span class="hl-identifier">main</span><span class="hl-brackets">(</span><span class="hl-brackets">)</span><span class="hl-code"> </span><span class="hl-brackets">{</span><span class="hl-code">
    </span><span >double</span><span class="hl-code"> </span><span class="hl-identifier">e</span><span class="hl-code"> = </span><span class="hl-number">1</span><span class="hl-number">.0</span><span class="hl-code">;
    </span><span class="hl-reserved">for</span><span class="hl-code"> </span><span class="hl-brackets">(</span><span >int</span><span class="hl-code"> </span><span class="hl-identifier">n</span><span class="hl-code"> = </span><span class="hl-number">10</span><span class="hl-code">; </span><span class="hl-identifier">n</span><span class="hl-code"> &gt; </span><span class="hl-number">0</span><span class="hl-code">; </span><span class="hl-identifier">n</span><span class="hl-code">--</span><span class="hl-brackets">)</span><span class="hl-code">
        </span><span class="hl-identifier">e</span><span class="hl-code"> += </span><span class="hl-number">1</span><span class="hl-number">.0</span><span class="hl-code">/</span><span class="hl-identifier">factorial</span><span class="hl-brackets">(</span><span class="hl-identifier">n</span><span class="hl-brackets">)</span><span class="hl-code">;
    </span><span class="hl-identifier">printf</span><span class="hl-code"> </span><span class="hl-brackets">(</span><span class="hl-quotes">&quot;</span><span class="hl-string">e = %lgn</span><span class="hl-quotes">&quot;</span><span class="hl-code">, </span><span class="hl-identifier">e</span><span class="hl-brackets">)</span><span class="hl-code">;
    </span><span class="hl-reserved">return</span><span class="hl-code"> </span><span class="hl-number">0</span><span class="hl-code">;
</span><span class="hl-brackets">}</span><span class="hl-code">

</span><span >int</span><span class="hl-code"> </span><span class="hl-identifier">factorial</span><span class="hl-brackets">(</span><span >unsigned</span><span class="hl-code"> </span><span >int</span><span class="hl-code"> </span><span class="hl-identifier">i</span><span class="hl-brackets">)</span><span class="hl-code"> </span><span class="hl-brackets">{</span><span class="hl-code">
    </span><span class="hl-reserved">if</span><span class="hl-brackets">(</span><span class="hl-identifier">i</span><span class="hl-code"> == </span><span class="hl-number">0</span><span class="hl-code"> || </span><span class="hl-identifier">i</span><span class="hl-code"> == </span><span class="hl-number">1</span><span class="hl-brackets">)</span><span class="hl-code">
        </span><span class="hl-reserved">return</span><span class="hl-code"> </span><span class="hl-number">1</span><span class="hl-number">.0</span><span class="hl-code">;
    </span><span class="hl-reserved">return</span><span class="hl-code"> </span><span class="hl-identifier">i</span><span class="hl-code"> * </span><span class="hl-identifier">factorial</span><span class="hl-brackets">(</span><span class="hl-identifier">i</span><span class="hl-code">-</span><span class="hl-number">1</span><span class="hl-brackets">)</span><span class="hl-code">;
</span><span class="hl-brackets">}</span></pre>
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<p>Related posts:<ol><li><a href='http://www.johnciacia.com/2009/05/21/133/' rel='bookmark' title='Permanent Link: Binary to Decimal Conversion'>Binary to Decimal Conversion</a></li>
</ol></p>]]></content:encoded>
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