Question:medium
If a body at rest undergoes displacement under the action of force with constant acceleration, then the power delivered by the force at any time t is proportional to
If a body at rest undergoes displacement under the action of force with constant acceleration, then the power delivered by the force at any time t is proportional to
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For constant acceleration:
Velocity \(v \propto t\).
Displacement \(S \propto t^2\).
Power \(P \propto t\).
Work \(W \propto t^2\).
Velocity \(v \propto t\).
Displacement \(S \propto t^2\).
Power \(P \propto t\).
Work \(W \propto t^2\).
Updated On: Apr 29, 2026
- \(t\)
- \(\sqrt{t}\)
- \(t^2\)
- \(1 / t\)
- \(t^3\)
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The Correct Option is A
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