<PRE><B>Question 1150915</B>
.
Given the following eighth row of Pascal’s triangle, find: (a) the ninth row; (b) the tenth row.
1 8 28 56 70 56 28 8 
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On Pascal&#39;s triangle,  &amp;nbsp;see the lesson

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;- &lt;A HREF=http://www.algebra.com/algebra/homework/Permutations/The-Pascal-triangle.lesson&gt;The Pascal&#39;s triangle&lt;/A&gt;

in this site.


You can learn &amp;nbsp;&lt;U&gt;EVERYTHING &amp;nbsp;YOU &amp;nbsp;NEED&lt;/U&gt; &amp;nbsp;from there, &amp;nbsp;related to the &amp;nbsp;Pascal&#39;s &amp;nbsp;triangle.


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By the way, &amp;nbsp;the &amp;nbsp;8-th row of the Pascal&#39;s triangle is shown &amp;nbsp;&amp;nbsp;I N C O R R E C T L Y&amp;nbsp;&amp;nbsp; in your post &amp;nbsp;(!)



Surely, &amp;nbsp;I can write the &amp;nbsp;8-th row of the Pascal&#39;s triangle on my own even without looking into your post,


but I think that &amp;nbsp;&lt;U&gt;IF&lt;/U&gt;&amp;nbsp; you place it in the post, &amp;nbsp;&lt;U&gt;THEN&lt;/U&gt; &amp;nbsp;you should do it correctly . . . 



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