A particle moves according to the equation x- t 3 - t 2- Find instantaneous acceleration at any time t

The correct option is C 6α t+2β x=α t ^ 3 +β t ^ 2 dx dt =3α t ^ 2 +2β t d ^ 2 x d t ^ 2 =6α t +2β ...

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Acceleration in 2D

A particle mo...

Question

A particle moves according to the equation $x = α t^{3} + β t^{2}$ . Find instantaneous acceleration at any time $t$

6 α + 2 β

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3 α t + 2 β

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3 α t + β

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6 α t + 2 β

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Solution

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