water flows over a section of Niagara Falls at the rate of 1.2×10^6 kg/s and falls 50m.?

NetherCraft 0

how much power is generated by the falling water

4 Answers

  • much

  • In one second the power generated is:

    w = mgh = 1.2×10^6 x 9.8 x50= 588 x 10^6 (J)

  • Power = Energy transferred / Time taken

    Energy Transferred in one second ( Power) = mgh/s

    = (1.2×10^6)(9.8)(50) = 588000000 J/s

    Power = 588000000 W

  • Power is work done / time

    Work done in one second =[ rate of fall of mass]gh =

    1.2* *9.81*50 x 10^6 J/s = 5.886e+8 W

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