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Is there a good way to go about this one?
 
Is there a good way to go about this one?
  
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The way that I was told was to extend the figure so that it forms a triangle. Then you can prove that the entire figure is similar to the small triangle at the top that you've created. I hope that helps.
  
 
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[[MA460 (Fall2009Walther) Homework|Back]] to Homework Discussion Page
 
[[MA460 (Fall2009Walther) Homework|Back]] to Homework Discussion Page
  
 
   
 
   
 
[[MA460_(Fall2009Walther)|Back]] to Prof. Walther MA460 page.
 
[[MA460_(Fall2009Walther)|Back]] to Prof. Walther MA460 page.

Latest revision as of 14:26, 3 September 2009


Is there a good way to go about this one?

The way that I was told was to extend the figure so that it forms a triangle. Then you can prove that the entire figure is similar to the small triangle at the top that you've created. I hope that helps.


Back to Homework Discussion Page


Back to Prof. Walther MA460 page.

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Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

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