Which of the following statements correctly explains the relation between the maximum demand and the connected load during a practical scenario in a power system?

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  1. The maximum demand will always be less than the connected load.
  2. The maximum demand will always be greater than the connected load.
  3. The maximum demand and the connected load do not exhibit any relation with each other.
  4. The maximum demand will always be equal to the connected load.

Answer (Detailed Solution Below)

Option 1 : The maximum demand will always be less than the connected load.
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Detailed Solution

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Demand Factor

​The demand factor of an electric power station is defined as the ratio of maximum demand on the power station to its connected load.

\(Demand \space factor={Maximum \space demand \over Connected \space demand}\)

Maximum demand is generally less than the connected load.

Therefore, the demand factor is always less than one.

Load Factor

Load factor is defined as the ratio of the average load over a given period to the maximum demand (peak load) occurring in that period.

\(Load \space factor={Average \space demand \over Maximum \space demand}\)

The load factor is always less than one.

Diversity Factor

The ratio of the sum of individual maximum demands to the maximum demand on the power station is known as a diversity factor.

\(Diversity \space factor={Sum\space of \space individual \space maximum \space demand \over Maximum \space demand}\)

The diversity factor is always greater than one.

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