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Michael_Light
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Homework Statement
A variable point P lies on the curve y2 = x3 and is joined to a fixed point A with coordinate (2,0). Prove that the locus of the mid-point of AP is y2= 2(x-1)3.
Homework Equations
The Attempt at a Solution
According to what i know, I need to know the parameter for the curve y2 = x3 to prove it, but what is the parameter for the curve y2 = x3? Can anyone guide me?