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FUnction of a square

 
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Dec12-08, 10:50 PM   #1
 

FUnction of a square


1. The problem statement, all variables and given/known data

Find a function of y whose square plus the square of its derivative is 1.
i.e. (y^2)+(y')^2=1 and carry out your ideas.


2. Relevant equations



3. The attempt at a solution

Can anyone just help me out with this one. Kinda confused by the questioning. Just point me in the right direction.
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Dec12-08, 10:55 PM   #2
 
Think trig identities...
Dec12-08, 11:23 PM   #3
 
I still dont see it. How does the derivative factor into it?
Dec12-08, 11:41 PM   #4

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FUnction of a square


Dr. Lady is suggesting you simply guess the answer.
Otherwise you have y'=+/-sqrt(1-y^2). You can try to integrate that.
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