Acceleration of a paritcle moving in x-y...

Acceleration of a paritcle moving in `x-y` plane varies with time t as. `vec(a) = (ti + 3T^(2)j)`.
Here a is in `m//s^(2)` and t in sec. At time `t = 0` particle is at rest origin. Mass of the particles is `1 kg`. Find the net work done on the particle in first `2 sec`.

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Acceleration of a paritcle moving in `x-y` plane varies with time t as. `vec(a) = (ti + 3T^(2)j)`. Here a is in `m//s^(2)` and t in sec. At time `t = 0` particle is at rest origin. Mass of the particles is `1 kg`. Find the net work done on the particle in first `2 sec`.

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Acceleration of a paritcle moving in `x-y` plane varies with time t as. `vec(a) = (ti + 3T^(2)j)`.
Here a is in `m//s^(2)` and t in sec. At time `t = 0` particle is at rest origin. Mass of the particles is `1 kg`. Find the net work done on the particle in first `2 sec`.