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if x=f(t) and y=g(t)than find f''(x)
dx/dt = f'(t) and dy/dt = g'(t) so dy/dx = g'(t)/f'(t) i.e f'(x)= g'(t)/f'(t) f''(x)= f'(t)g''(t)-g'(t)f''(t)/[f'(t)]3
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