The question contradicts itself. the bulb can not be both 400 watts and 14.5 kilowatts (14500 watts) at the same time.
Supposing it's a 400 watt bulb, in 24 hours it uses 0.4 times 24 units, in other words 9.6 units (1 unit is a kilowatt-hour).
Now suppose the cost is 14.5 p per kilowatt-hour or unit, the cost is 139.2 p or £1.39.
On average, a 32W T8 fluorescent bulb running 24 hours a day for 30 days at an average electricity rate of $0.12 per kilowatt-hour would cost about $7.84 per month.
Using a 7 watt bulb for 1 hour would cost about 0.84 cents based on the average electricity rate in the United States. Over a year, if used for 4 hours a day, it would cost around $12.25 in electricity.
The cost of electricity for a light bulb being on for a long time depends on the wattage of the bulb, the electricity rate per kilowatt-hour, and the duration it is on. To calculate the cost, you can use the formula: (Wattage of bulb / 1000) * hours on * cost per kilowatt-hour.
The cost to run a 1000 watt light bulb for 24 hours is dependent on your electricity rate. Assuming an average rate of $0.12 per kilowatt-hour, it would cost $12 to run the light for 24 hours (1000 watts = 1 kilowatt).
A 60 Watt light bulb consumes electrical energy. If you leave is on for 24 hours, it consumes 60 x 24 = 1440 Watt-Hours, or 1.44 Kilowatt-Hours. If you want to know how much money this much energy costs, look on your last electricity bill. There it will give the cost of one Kilowatt-Hour.
The cost of electricity varies from country to country and between suppliers. Consumers can also have different tariffs so that it is cheaper to use electricity at times when others are not using it. There is, therefore, no simple answer.
On average, a 32W T8 fluorescent bulb running 24 hours a day for 30 days at an average electricity rate of $0.12 per kilowatt-hour would cost about $7.84 per month.
Using a 7 watt bulb for 1 hour would cost about 0.84 cents based on the average electricity rate in the United States. Over a year, if used for 4 hours a day, it would cost around $12.25 in electricity.
The cost of electricity for a light bulb being on for a long time depends on the wattage of the bulb, the electricity rate per kilowatt-hour, and the duration it is on. To calculate the cost, you can use the formula: (Wattage of bulb / 1000) * hours on * cost per kilowatt-hour.
The cost to run a 1000 watt light bulb for 24 hours is dependent on your electricity rate. Assuming an average rate of $0.12 per kilowatt-hour, it would cost $12 to run the light for 24 hours (1000 watts = 1 kilowatt).
A 450-watt bulb consumes 450 watts of electrical power when it is turned on. If it operates for one hour, it will use 0.45 kilowatt-hours (kWh) of energy. The cost of running the bulb will depend on your local electricity rates, which are typically charged per kWh. For example, if the rate is $0.12 per kWh, running the bulb for one hour would cost about $0.054.
A 60 Watt light bulb consumes electrical energy. If you leave is on for 24 hours, it consumes 60 x 24 = 1440 Watt-Hours, or 1.44 Kilowatt-Hours. If you want to know how much money this much energy costs, look on your last electricity bill. There it will give the cost of one Kilowatt-Hour.
15 w * 24 h = 360 watt-hours. [conversion: 360 (w-h) /1000 (w/kw)= .36 kilowatt-hours] So, .36 times your local electricity supply and delivery rate (in kilowatt-hours). For me, supply and delivery of 1 kilowatt-hour is $3.25 (you can find this on your bill) So, .36 * 3.25= $1.17 to run 15 watt light for 24 hours
Predetermined rate is overhead rate allocated to product cost to find out the full product cost and it is an estimated rate based on total expected overhead on normal capacity divided by some machine hours or direct labor hours etc.
it depends on the shop labor rate but it calls for 8.8 hours to do it depends on the shop labor rate but it calls for 8.8 hours to do
What ever the going labor rate is in your area times the number of hours spent working on the vehicle.
Predetermined overhead rate based on direct labor cost = Budgeted overhead cost / direct labor cost / 100 Predetermined overhead rate based on direct labor cost = budgeted overhead cost / direct labor hours.