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This is very dependent on the society concerned, but I guess you mean in a developed industrial society such as the US or Europe, and again whether you mean average or maximum demand per house.

Making it simple, the average demand per house is about 2 Kw, so 1 Mw will supply 500 houses. However if all those houses were cooking their Christmas (or Thanksgiving) turkeys at the same time, this could easily rise to 5 Kw per house, and more if electric heating is in use. Spare a thought for the power station staff keeping it all going!

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0It depends on the country and the area. In the UK it would power 200-300 houses, every day.

mega = 1 million, 1 megawatts is 1,000,000 watts

1 million watts = 1 megawatt. 1 Megawatt = 1,000,000 watts

1 GW is 1,000 megawatts.

To calculate tph to megawatts you need to know how many tph are in one megawatts. The equation is 1 mw is equal to 4 tph.

1 kW is 0.001 megawatts (MW).

"mega-" means "1 million" (106)So in 1660 megawatts (MW) there are1660 million watts (W)= 1.66 x 109 W

1 megawatt = 1,000,000 watts1 kilowatt = 1,000 wattsSo 544 million kilowatts is 524,000,000,000 watts. In megawatts this is 524,000 MW. Or 524 gigawatts (GW)

The unit measurement of power is the Watt, which is defined as 1 joule per second. This is rather a small unit so it generally becomes kilowatts or megawatts

Watts, and can be kiloWatts or MegaWatts depending on quantity. 1 Watt = 1 Joule per second. You can also use horsepower, 1 HP = 745.7 Watts.

1 megawatt = 1 million watts = 1000 kilowatts. So 1 megawatt for 1000 hours will give 1 million kilowatthours. More megawatts will give the same kilowatthours in a shorter time period.Don't forget- watts, kilowatts, megawatts are rates of energy, kilowatthours are quantities of energy. A quantity is given by a rate x a time period.

If it has a battery that is electromagnetic energy, but if you mean radiation force you need 300 megawatts of power for 1 Newton force.

That is not fixed but you can estimate the usage as 1 kW per person, so that a power station of 500 Megawatts could supply a population of 500,000 people.

Watts kW = (1 kilowatt = 1000 Watts) MW = (1 megawatt = 1000 kilowatts) GW = (1 giagawatt = 1000 megawatts) Volts Amperes

1 KV is 1,000 volts. 1 MW is 1,000,000 watts. They are different measures. It's like asking, "how many fat grams are in 10 pounds of food."

1 Watt = Voltage * Ampere * Power factor The Power factor normally is about 0.9 in our homes So, 1kva=1000*0.9= 900 Watts.

There were a great many homes. Ancient Rome reached an estimated population of 1 to 1.4 million.

A typical nuclear power plant with a capacity of 1100 MWe, such as the McGuire 1 plant in North Carolina, generates around 10 billion kWh of electricity each year. (1) A typical US household consumes around 11,200 kWh each year, according to the EIA (2) So, based on these figures, a nuclear power plant supplies enough electricity to supply 893,000 homes.

The duggars only have 1 big home

Amazing Vacation Homes - 2004 Beach Homes 1-1 was released on: USA: 6 September 2004

1 MW = 1 000 kW = 1 000 000 W = 1 000 000 J / s = 1 000 000 V*A... What units are you looking for? The standard unit for Power is W. The power company will charge you for kW/h. (kW per hour) MW = Megawatt kW = Kilowatt J / s = Joules per second kW/h = Kilowatts per hour V*A = Volts "times" Amps

The fundamental unit for all types of energy is the Joule, and this is related to power as 1 Watt = 1 Joule/sec. Output power of a nuclear reactor is measured in Watts, or for large power reactors in MegaWatts, and would typically be around 3000 MW. That is the thermal output of the reactor, when coupled to a Rankine cycle steam/generating plant this would produce about 1000 MW electrical.

Average electric power used in Australia is 1.1 kW per person averaged over 1 year. ACT has 370,000 people so the average power used is 400 Megawatts. The supply probably has the capacity to supply 2-3 times that at times of peak usage, usually in hot weather when aircon is in use widely.

They had 1 home together in Surrey.

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