A particle moves in space along the path z = ax^3 + by^2 in such a way that dx/dt = c = dy/dt where a

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A particle moves in space along the path z = ax^3 + by^2 in such a way that dx/dt = c = dy/dt where a, b and c are constants. The acceleration of the particle is
18
Oct
A particle moves in space along the path z = ax^3 + by^2 in such a way that dx/dt = c = dy/dt where a, b and c are constants. The acceleration of the particle is A particle moves in space along the path z = ax^3 + by^2 in such a way that dx/dt [...]
Posted in: Arihant Physics by D.C Pandey , Chapter 3 - Motion in One Dimension , Volume 1 ,
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