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  <id>http://groups.google.com.ng/group/sci.math.symbolic</id>
  <title type="text">sci.math.symbolic Google Group</title>
  <subtitle type="text">
  Symbolic algebra discussion.
  </subtitle>
  <link href="/group/sci.math.symbolic/feed/atom_v1_0_msgs.xml" rel="self" title="sci.math.symbolic feed"/>
  <updated>2010-03-22T04:12:15Z</updated>
  <generator uri="http://groups.google.com.ng" version="1.99">Google Groups</generator>
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  <name>Brett C</name>
  <email>bre...@wolfram.com</email>
  </author>
  <updated>2010-03-22T04:12:15Z</updated>
  <id>http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/cb95b1b24b587d9e/2d410012bf5bfce2?show_docid=2d410012bf5bfce2</id>
  <link href="http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/cb95b1b24b587d9e/2d410012bf5bfce2?show_docid=2d410012bf5bfce2"/>
  <title type="text">Re: Plotting real and imaginary functions in Mathematica</title>
  <summary type="html" xml:space="preserve">
  On Mar 21, 1:47 pm, Miguel Santiago Cordoba &lt;br&gt; Over what ranges do you want the variables plotted? What type of plot &lt;br&gt; do you want? &lt;br&gt; For example, the code here: &lt;br&gt; &lt;a target=&quot;_blank&quot; rel=nofollow href=&quot;http://wolfram.com/xid/0ftul7s-i34ds&quot;&gt;[link]&lt;/a&gt; &lt;br&gt; plots the basic trig functions over a complex domain, with height &lt;br&gt; corresponding to magnitude and with lines of constant real and
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  <link href="http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/30a76811da86444b/907027f5dad30c9b?show_docid=907027f5dad30c9b"/>
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  <entry>
  <author>
  <name>Miguel Santiago Cordoba</name>
  <email>miguelsantiagocord...@gmail.com</email>
  </author>
  <updated>2010-03-21T18:47:19Z</updated>
  <id>http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/cb95b1b24b587d9e/aafac6fad0092d68?show_docid=aafac6fad0092d68</id>
  <link href="http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/cb95b1b24b587d9e/aafac6fad0092d68?show_docid=aafac6fad0092d68"/>
  <title type="text">Re: Plotting real and imaginary functions in Mathematica</title>
  <summary type="html" xml:space="preserve">
  And Can&#39;t I plot both parts the real and the imaginary in the same &lt;br&gt; chart? &lt;br&gt; thanks so much.
  </summary>
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  <link href="http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/b54372d7dd96c681/d8ab7453306b0d54?show_docid=d8ab7453306b0d54"/>
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  <updated>2010-03-20T00:46:18Z</updated>
  <id>http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/cb95b1b24b587d9e/c61d5f16164670b3?show_docid=c61d5f16164670b3</id>
  <link href="http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/cb95b1b24b587d9e/c61d5f16164670b3?show_docid=c61d5f16164670b3"/>
  <title type="text">Re: Plotting real and imaginary functions in Mathematica</title>
  <summary type="html" xml:space="preserve">
  For a complex valued function of real valued parameter, you could plot the &lt;br&gt; magnitude of the complex function on one plot, and its phase on another &lt;br&gt; plot, each will be a function of the parameter. &lt;br&gt; Do help on Abs, Arg &lt;br&gt; --Nasser
  </summary>
  </entry>
  <entry>
  <author>
  <name>Miguel Santiago Cordoba</name>
  <email>miguelsantiagocord...@gmail.com</email>
  </author>
  <updated>2010-03-19T22:34:45Z</updated>
  <id>http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/cb95b1b24b587d9e/48f828730cc45f35?show_docid=48f828730cc45f35</id>
  <link href="http://groups.google.com.ng/group/sci.math.symbolic/browse_thread/thread/cb95b1b24b587d9e/48f828730cc45f35?show_docid=48f828730cc45f35"/>
  <title type="text">Plotting real and imaginary functions in Mathematica</title>
  <summary type="html" xml:space="preserve">
  Hello, I have tried to plot a function that contains an imaginary part &lt;br&gt; using Mathematica software, but I didn&#39;t get the plot. Does anyone of &lt;br&gt; you know the correct way to plot the function? &lt;br&gt; The function I want to plot is: r1=((2Cos (a)))*((Cos (a))+ISqrt &lt;br&gt; (((sin (a))^2)-((n2/n1)^2)))/(1-((n2/ n1)^2)) &lt;br&gt; What would be the correct way to plot that function? I stands for
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