If y=2sint-sin2t ; x=2cost-cos2t, prove that(d^2y)/(dx^2 ) at t=π/2 is (-3)/2 | Parametric form d^2y

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If `x=2cost-cos2t ,y=2sint-sin2t ,\"f i n d\"(d^2y)/(dx^2)\"a t\"t=pi/2dot` If `x=2cost-cos2t ,y=2sint-sin2t ,\"f i n d\"(d^2y)/(dx^2)\"a t\"t=pi/2dot`
NEB Grade XII Nepal: If x = (2cost - cos2t) and y = (2sint - sin2t), prove that (dy/dx) t=π/2 = -1 NEB Grade XII Nepal: If x = (2cost - cos2t) and y = (2sint - sin2t), prove that (dy/dx) t=π/2 = -1
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