Immediate HELP For any point A(x,y) of a locus

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The equation of the locus for any point A(x,y) where the sum of the squares of the coordinates equals 9 is x^2 + y^2 = 9, representing a circle. The circle has a radius of 3 and is centered at the origin (0,0). A diagram should include the circle, a radius line labeled 'r', and a point P(x,y) on the circle. The discussion confirms the correctness of the equation and the diagram components. This clarification helped the user feel confident before submitting their assignment.
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For any point of a locus, the sum of the squares of the coordinates is 9 determine the equation of the locus. And draw a diagram.

I can only think of the obvious x^2+y^2=9 ?

Can someone please help me quick!
 
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Thats correct.
 
are you sure? What should the diagram look like? I have a circle with a line called r for the radius and a point on the circle labelled P(x,y) and the center (0,0) that's it? What else?
 
Circle of radius 3 centered at the origin, of course.
 
Can you think of any point whos coordinates squared don't lie on that line?

We can get into a whole bunch of trig to prove it if you'd like :)
 
ok I hope this answer is correct I am going to submit it. OK OK I BELIEVE U THANKS SOO MUCH last assignment question seemed cheezy just wanted to make sure b4 i handed it in thanks soo much
:smile:
 
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