Which of the following is a correct equation relating power and energy. p=\frac{dw}{dt}p= dt dw p=\frac{dq}{dt}p= dt dq p=\frac{dv}{dt}\cdot\frac{di}{dt}p= dt dv ⋅ dt di p=\int_{t_0}^{t} w(\tau) d\tau + w(t_0)p=∫ t 0 t w(τ)dτ+w(t 0 )
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Question : Which of the following is a correct equation relating power and energy.
- P = dW/dt
- P = dq/dt
- P = dV/dt . di/dt
- P = ∫W(τ) dτ + W(to)
solution : we know, power is the amount of energy required in a specific time.
in short, power is the ratio of energy with respect to time.
as energy is equal to workdone by the object.
so, power = workdone/time
i.e., P = dW/dt
Therefore option (1) is correct choice.
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