if x=2at and y=at² where a is a constant dx/dy =?
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given,
x=at2 and y=2at
On differentiating both sides w.r.t. t, we get,
dtdx=2at and dtdy=2a
Therefore,
dxdy=2at2a=t1
Now, dx2d2y=dtd(dxdy)×dxdt
=dtd(t1)×2at1=−t21×2at1=−2at31
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Answer:
dx/dt=2a
dy/dt=2at
dx/dy=1/t
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