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    <title>MaplePrimes - answers and comments on Question, How to plot multiple data points</title>
    <link>http://www.mapleprimes.com/questions/141436-How-To-Plot-Multiple-Data-Points</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
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    <lastBuildDate>Tue, 16 Jun 2026 13:18:19 GMT</lastBuildDate>
    <pubDate>Tue, 16 Jun 2026 13:18:19 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest answers and comments added to the Question, How to plot multiple data points</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - answers and comments on Question, How to plot multiple data points</title>
      <link>http://www.mapleprimes.com/questions/141436-How-To-Plot-Multiple-Data-Points</link>
    </image>
    <item>
      <title>this?</title>
      <link>http://www.mapleprimes.com/questions/141436-How-To-Plot-Multiple-Data-Points?ref=Feed:MaplePrimes:How to plot multiple data points:Comments#answer141442</link>
      <itunes:summary>&lt;p&gt;# preliminary:&lt;br&gt;# seq(T, x in [10^10, 10^9, 10^8, 10^7, 10^6, 10^5, 10^4, 10^3, 10^2, 10, 10^0]);&lt;br&gt;&lt;br&gt;#plotting the (x,T(x)) pairs&amp;nbsp;&amp;nbsp;&lt;br&gt;plots:-pointplot( [seq([x,T], x in [10^10, 10^9, 10^8, 10^7, 10^6, 10^5, 10^4, 10^3, 10^2, 10, 10^0])]);&lt;br&gt;&lt;br&gt;# controlling the view&lt;br&gt;plots:-pointplot( [seq([x,T], x in [10^10, 10^9, 10^8, 10^7, 10^6, 10^5, 10^4, 10^3, 10^2, 10, 10^0])]&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;, 'view' = [default, 10^(-11) ..0]);&lt;br&gt;&lt;br&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;# preliminary:&lt;br&gt;# seq(T, x in [10^10, 10^9, 10^8, 10^7, 10^6, 10^5, 10^4, 10^3, 10^2, 10, 10^0]);&lt;br&gt;&lt;br&gt;#plotting the (x,T(x)) pairs&amp;nbsp;&amp;nbsp;&lt;br&gt;plots:-pointplot( [seq([x,T], x in [10^10, 10^9, 10^8, 10^7, 10^6, 10^5, 10^4, 10^3, 10^2, 10, 10^0])]);&lt;br&gt;&lt;br&gt;# controlling the view&lt;br&gt;plots:-pointplot( [seq([x,T], x in [10^10, 10^9, 10^8, 10^7, 10^6, 10^5, 10^4, 10^3, 10^2, 10, 10^0])]&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;, 'view' = [default, 10^(-11) ..0]);&lt;br&gt;&lt;br&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <guid>141442</guid>
      <pubDate>Thu, 13 Dec 2012 23:22:17 Z</pubDate>
      <itunes:author>PatrickT</itunes:author>
      <author>PatrickT</author>
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      <title>Thanks i actually wanted to plot values from</title>
      <link>http://www.mapleprimes.com/questions/141436-How-To-Plot-Multiple-Data-Points?ref=Feed:MaplePrimes:How to plot multiple data points:Comments#answer141454</link>
      <itunes:summary>&lt;p&gt;Thanks i actually wanted to plot values from 10^-10 to 10^10 and thought tha perhaps the answer would help me to do that, is it possible to get maple to insert values with an increment of say 10 in that range?&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;Thanks i actually wanted to plot values from 10^-10 to 10^10 and thought tha perhaps the answer would help me to do that, is it possible to get maple to insert values with an increment of say 10 in that range?&lt;/p&gt;</description>
      <guid>141454</guid>
      <pubDate>Fri, 14 Dec 2012 02:19:05 Z</pubDate>
      <itunes:author>gdog</itunes:author>
      <author>gdog</author>
    </item>
    <item>
      <title>seq</title>
      <link>http://www.mapleprimes.com/questions/141436-How-To-Plot-Multiple-Data-Points?ref=Feed:MaplePrimes:How to plot multiple data points:Comments#answer141458</link>
      <itunes:summary>&lt;p&gt;it depends what you mean by incrementing by 10, if you mean the exponent then that's exactly what Markiyan did with L. You can let the index run from -10 instead of 0. If you mean the numbers themselves, you'll run into memory issues, I think.&lt;br&gt;&lt;br&gt;restart;&lt;br&gt;T := x -&amp;gt; 6.58*10^38*10^(-25)/x^3:&lt;br&gt;L := [seq(10^j, j = -10 .. 10)]:&lt;br&gt;# L := Array([seq(k, k = -10^7 .. 10^7), 10^2]); #error:&amp;nbsp; Error, object too large &lt;br&gt; Array(%id = 73572924)&lt;br&gt;plots:-pointplot( map(x -&amp;gt; [x, T(x)] , L) &lt;br&gt; , 'axis' = [ mode = log ]&lt;br&gt; , 'view' = min(L) .. max(L)&lt;br&gt; , 'symbol' = solidcircle&lt;br&gt; , 'symbolsize' = 12&lt;br&gt; , 'color' = red&lt;br&gt; ) ;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;it depends what you mean by incrementing by 10, if you mean the exponent then that's exactly what Markiyan did with L. You can let the index run from -10 instead of 0. If you mean the numbers themselves, you'll run into memory issues, I think.&lt;br&gt;&lt;br&gt;restart;&lt;br&gt;T := x -&amp;gt; 6.58*10^38*10^(-25)/x^3:&lt;br&gt;L := [seq(10^j, j = -10 .. 10)]:&lt;br&gt;# L := Array([seq(k, k = -10^7 .. 10^7), 10^2]); #error:&amp;nbsp; Error, object too large &lt;br&gt; Array(%id = 73572924)&lt;br&gt;plots:-pointplot( map(x -&amp;gt; [x, T(x)] , L) &lt;br&gt; , 'axis' = [ mode = log ]&lt;br&gt; , 'view' = min(L) .. max(L)&lt;br&gt; , 'symbol' = solidcircle&lt;br&gt; , 'symbolsize' = 12&lt;br&gt; , 'color' = red&lt;br&gt; ) ;&lt;/p&gt;</description>
      <guid>141458</guid>
      <pubDate>Fri, 14 Dec 2012 09:25:51 Z</pubDate>
      <itunes:author>PatrickT</itunes:author>
      <author>PatrickT</author>
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    <item>
      <title>Slight modification</title>
      <link>http://www.mapleprimes.com/questions/141436-How-To-Plot-Multiple-Data-Points?ref=Feed:MaplePrimes:How to plot multiple data points:Comments#comment141444</link>
      <itunes:summary>&lt;p&gt;&amp;gt; T := 6.58*10^38*10^(-25)/x^3; L := [seq(10^j, j = 0 .. 10)];&lt;br&gt;&amp;gt; a := map(x -&amp;gt; [x, 6.58*10^38/(10^25*x^3)] , L);&lt;br&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br&gt;&amp;nbsp;&lt;br&gt;&lt;br&gt;&amp;gt; plots:-pointplot(a, axis[2] = [mode = log], axis[1] = [mode = log], view = 0 .. 10^(-11),symbolsize=40);&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;/p&gt;
&lt;p&gt;Look at &lt;a href="http://www.maplesoft.com/support/help/search.aspx?term=plots,pointplot"&gt;?plots,pointplot&lt;/a&gt; , &lt;a href="http://www.maplesoft.com/support/help/search.aspx?term=map"&gt;?map&lt;/a&gt; and around for more info.&lt;/p&gt;
&lt;p&gt;&lt;br&gt;&lt;br&gt;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;&amp;gt; T := 6.58*10^38*10^(-25)/x^3; L := [seq(10^j, j = 0 .. 10)];&lt;br&gt;&amp;gt; a := map(x -&amp;gt; [x, 6.58*10^38/(10^25*x^3)] , L);&lt;br&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br&gt;&amp;nbsp;&lt;br&gt;&lt;br&gt;&amp;gt; plots:-pointplot(a, axis[2] = [mode = log], axis[1] = [mode = log], view = 0 .. 10^(-11),symbolsize=40);&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;/p&gt;
&lt;p&gt;Look at &lt;a href="http://www.maplesoft.com/support/help/search.aspx?term=plots,pointplot"&gt;?plots,pointplot&lt;/a&gt; , &lt;a href="http://www.maplesoft.com/support/help/search.aspx?term=map"&gt;?map&lt;/a&gt; and around for more info.&lt;/p&gt;
&lt;p&gt;&lt;br&gt;&lt;br&gt;&lt;/p&gt;</description>
      <guid>141444</guid>
      <pubDate>Thu, 13 Dec 2012 23:46:29 Z</pubDate>
      <itunes:author>Markiyan Hirnyk</itunes:author>
      <author>Markiyan Hirnyk</author>
    </item>
  </channel>
</rss>