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The maximum demand of a power station is
- a)sum of maximum demands of all its customers
- b)greatest average load in a specified time
- c)peak value of load in a specified time
- d)all of the above
Correct answer is option 'B'. Can you explain this answer?
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The maximum demand of a power station isa)sum of maximum demands of al...
Maximum Demand of a Power Station
Introduction:
The maximum demand of a power station is an important factor in determining the capacity of a power station. It is the maximum amount of power that a power station has to supply to its customers during any given period of time.
Explanation:
The maximum demand of a power station is the greatest average load in a specified time. This means that the maximum demand is the highest average load that is required by the customers of the power station during a specific period of time. The specific period of time can be an hour, a day, a week, or even a month.
The maximum demand is usually measured in kilowatts (kW) or megawatts (MW). It is important for a power station to know its maximum demand so that it can plan for the capacity of the power station. If the maximum demand is higher than the capacity of the power station, then the power station will not be able to meet the demand of its customers, resulting in power outages.
Factors affecting Maximum Demand:
Several factors affect the maximum demand of a power station, such as:
- Number of customers
- Type of customers (residential, commercial, industrial)
- Weather conditions
- Time of day
Conclusion:
In conclusion, the maximum demand of a power station is the greatest average load in a specified time. It is an important factor in determining the capacity of a power station. The power station needs to plan its capacity accordingly to meet the maximum demand of its customers.
Introduction:
The maximum demand of a power station is an important factor in determining the capacity of a power station. It is the maximum amount of power that a power station has to supply to its customers during any given period of time.
Explanation:
The maximum demand of a power station is the greatest average load in a specified time. This means that the maximum demand is the highest average load that is required by the customers of the power station during a specific period of time. The specific period of time can be an hour, a day, a week, or even a month.
The maximum demand is usually measured in kilowatts (kW) or megawatts (MW). It is important for a power station to know its maximum demand so that it can plan for the capacity of the power station. If the maximum demand is higher than the capacity of the power station, then the power station will not be able to meet the demand of its customers, resulting in power outages.
Factors affecting Maximum Demand:
Several factors affect the maximum demand of a power station, such as:
- Number of customers
- Type of customers (residential, commercial, industrial)
- Weather conditions
- Time of day
Conclusion:
In conclusion, the maximum demand of a power station is the greatest average load in a specified time. It is an important factor in determining the capacity of a power station. The power station needs to plan its capacity accordingly to meet the maximum demand of its customers.
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The maximum demand of a power station isa)sum of maximum demands of all its customersb)greatest average load in a specified timec)peak value of load in a specified timed)all of the aboveCorrect answer is option 'B'. Can you explain this answer?
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