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An energy-meter having a meter constant of 1200 rev per kWH is found to make 5 revolutions in 75 s. The load power is
  • a)
    500 W
  • b)
    100W
  • c)
    200 W
  • d)
    1000W
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
An energy-meter having a meter constant of 1200 rev per kWH is found t...
(c)
Number of revolutions = K × P × t
∴ 5=1200×P×(75/3600)
⇒ P = 200 W
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Most Upvoted Answer
An energy-meter having a meter constant of 1200 rev per kWH is found t...
Solution:

Given that meter constant (K) = 1200 rev/kWh

Number of revolutions made by the energy meter = 5 rev

Time taken to make 5 revolutions = 75 s

Let us calculate the energy consumed by the load.

Energy consumed by the load = Number of revolutions / Meter constant

= (5 rev) / (1200 rev/kWh)

= (5/1200) kWh

Now, let us calculate the power consumed by the load.

Power = Energy / Time

= (5/1200) kWh / 75 s

= (5/1200) * 3600 / 75 W

= 0.2 kW

= 200 W

Therefore, the power consumed by the load is 200 W. Hence, option (C) is the correct answer.

Note: In this problem, we have used the formulae, Energy = Number of revolutions / Meter constant and Power = Energy / Time, to calculate the power consumed by the load. These formulae are commonly used in electrical energy measurement and billing.
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An energy-meter having a meter constant of 1200 rev per kWH is found to make 5 revolutions in 75 s. The load power isa)500 Wb)100Wc)200 Wd)1000WCorrect answer is option 'C'. Can you explain this answer?
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