Question #280985

312 C of charge passes through an electrical device in 143 seconds. If the potential difference across the device is 2.88 volts, determine the energy transfer to the device. 


1
Expert's answer
2021-12-20T14:46:22-0500

Explanations & Calculations


  • Charge and the time it flows give the current.
  • Once the current is found, the energy transferred to the device can be found by the product: V×I\small V\times I .
  • That gives the answer.
  • Units should be in "Coulombs", "seconds" which give the current in "Amperes". "Amperes" and "volts" give the power in "Joules".

I=QtPower=VI=V.Qt=(2.88V).(312C143s)\qquad\qquad \begin{aligned} \small I&=\small \frac{Q}{t}\\ \\ \text{Power}&=\small VI\\ &=\small V.\frac{Q}{t}\\ &=\small (2.88\,V).\Big(\frac{312\,C}{143\,s}\Big) \end{aligned}

  • You now can get the answer upon simplification.

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