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A generating station supplies the following loads 1500kW, 12000 kW, 8500 kW, 6000 kW and 450 kW. The station has a maximum demand of 22000 kW. Calculate the diversity factor
  • a)
    1.91
  • b)
    0.52
  • c)
    0.53
  • d)
    1.34
Correct answer is option 'A'. Can you explain this answer?
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A generating station supplies the following loads 1500kW, 12000 kW, 8...
Diversity factor
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A generating station supplies the following loads 1500kW, 12000 kW, 8...
Diversity factor is a measure of how loads in a system vary or differ from each other. It is used to determine the total load on a power system, taking into account the fact that not all loads operate at their maximum levels simultaneously.

In this case, the generating station supplies the following loads: 1500 kW, 12000 kW, 8500 kW, 6000 kW, and 450 kW. The maximum demand of the station is 22000 kW.

To calculate the diversity factor, we need to find the ratio of the maximum demand to the sum of the individual loads.

Let's calculate the sum of the individual loads:
Sum of loads = 1500 kW + 12000 kW + 8500 kW + 6000 kW + 450 kW
= 23550 kW

Now, we can calculate the diversity factor:
Diversity factor = Maximum demand / Sum of loads
= 22000 kW / 23550 kW
= 0.934

The diversity factor is 0.934, which is not one of the given options. However, we can see that the closest option is 1.91, which is approximately double the actual diversity factor. This suggests that the given options might be incorrect or there may be a typographical error.

In conclusion, based on the calculations, the correct diversity factor for the given loads is 0.934, which does not match any of the given options.
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A generating station supplies the following loads 1500kW, 12000 kW, 8500 kW, 6000 kW and 450 kW. The station has a maximum demand of 22000 kW. Calculate the diversity factora)1.91b)0.52c)0.53d)1.34Correct answer is option 'A'. Can you explain this answer?
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