Solution:
Given, x = t²/2 differentiating v=dx/dt= t
Initial Speed Vi= 0 m/s
Final Speed Vf= 3 m/s
From Work Energy Theorem, Work done is equal to change in kinetic energy
So, Work Done = ½m (Vf² - Vi²)= 1/2 × 1× (9-0) = 4.5 J
Given, x = t²/2 differentiating v=dx/dt= t
Initial Speed Vi= 0 m/s
Final Speed Vf= 3 m/s
From Work Energy Theorem, Work done is equal to change in kinetic energy
So, Work Done = ½m (Vf² - Vi²)= 1/2 × 1× (9-0) = 4.5 J
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