Problem: If F is homogeneous of degree k in x and y, F can be written in the form: Use that to prove the following equation for F: Solution: I found that: and Adding them: Now, I stopped! any help?
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Originally Posted by Liverpool Problem: If F is homogeneous of degree k in x and y, F can be written in the form: Use that to prove the following equation for F: Solution: I found that: and Adding them: Now, I stopped! any help? In order to finish this, you would have to assume that . So maybe you're supposed to prove that ?
Nope. The question is as i write it.
Chris is right! Another way to look at it is since is a function of a single argument then and .
Maybe there is something missing in the problem. I will ask my doctor. Thanks.
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