if y = t^3 , x = t^2 . Then find the vale of d^2y / dx^2 = ?

Question

Khimraj · Answer

y = tthen

Khimraj · Answer

y =t 3 d 2 y/dt 2 = 6t x = t 2 d 2 x/dt 2 = 2 d 2 y/dx 2 = (dy 2 /dt 2 )/(dx 2 /dt 2 ) = 6t/2 = 3t. Hope it clears.

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if y = t^3 , x = t^2 . Then find the vale of d^2y / dx^2 = ?

if y = t^3 , x = t^2 . Then find the vale of d^2y / dx^2 = ?

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if y = t^3 , x = t^2 . Then find the vale of d^2y / dx^2 = ?

if y = t^3 , x = t^2 . Then find the vale of d^2y / dx^2 = ?

2 Answers

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Other Related Questions on Differential Calculus

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