Mcsidney123
Actually, your wrong. Sure, the lighting ithat is set for proper illumination is 60watts, but if anyone is used to using a dimmer, you can dial down the power consumption for a typical incandescent bulb and it will still light. And as expected, the light level will decrease as you lower the dimmer setting as well.
Roger Finch
To calculate the energy used to light a 60-watt bulb for an hour, use the formula Energy = Power x Time. So, the energy used is 60 watts x 1 hour which equals 60 watt-hours or 0.06 kilowatt-hours.
Wiki User
∙ 14y ago1 watt = 1 joule per second
(60 joules per second) x (3,600 seconds per hour) x (1 hour) = 216,000 joules
Also 0.06 kilowatt-hour.
Wiki User
∙ 6y agoA 60 watt light bulb would need 60 watt hours to be powered for an hour.
Wiki User
∙ 6y agoIt takes 60 watt hours.
18,000 J
The power rating of a light bulb is measured in watts (W), which represents the amount of electrical energy it consumes per unit of time. If a light bulb has a power rating of 60 watts (for example), it means it consumes 60 watt-hours of energy in one hour of operation.
It takes 60 watt-hours. Same as lighting a 1-watt bulb for 60 hours; or 60 bulbs of 1 watt each for 1 hour. You get the idea.Notice the units: watt-hours, not watts. Watt is a unit of power, watt-hour is a unit of energy. 1 watt-hour = 0.001 kWh (kilowatt-hour) = 3600 joules = 860 calories = 3.4 BTU.
To calculate the energy used by a 60-watt light bulb in joules, you need to convert the power (watts) to energy (joules). First, convert watts to joules per second (1 watt = 1 joule/second), then multiply by the time the light bulb is on. So, for example, if the light bulb is on for 1 hour (3600 seconds), the energy used would be 60 watts * 3600 seconds = 216,000 joules.
A 100-watt light bulb consumes 100 watts of energy in one hour, as power is the rate at which energy is consumed. Therefore, it will take one hour for a 100-watt light bulb to consume 100 watt-hours of energy.
Typical home energy cost is 10 cents per kilowatt hour A 60 watt bulb running for one hour uses 60 watt hours .10 X (60/1000) = .006 cents per hour 16.66 60watt bulbs on for one hour would cost 10 cents.
18,000 J
The power rating of a light bulb is measured in watts (W), which represents the amount of electrical energy it consumes per unit of time. If a light bulb has a power rating of 60 watts (for example), it means it consumes 60 watt-hours of energy in one hour of operation.
A 100W light bulb will convert all its electrical energy into light and heat. Therefore, it will convert 100 watt-hours of energy into light and heat if left burning for 1 hour.
Assuming the 100 watt light bulb is always on, it would consume 100 units of energy in 1 hour (100 watt-hours = 0.1 kilowatt-hour = 1 unit of energy per hour).
It takes 60 watt-hours. Same as lighting a 1-watt bulb for 60 hours; or 60 bulbs of 1 watt each for 1 hour. You get the idea.Notice the units: watt-hours, not watts. Watt is a unit of power, watt-hour is a unit of energy. 1 watt-hour = 0.001 kWh (kilowatt-hour) = 3600 joules = 860 calories = 3.4 BTU.
The average home fluorescent lamp consumes 40W of power. Running for one hour it will consume 0.04 KWh. Units of electricity are charged per Kilowatt hour.
To calculate the energy used by a 60-watt light bulb in joules, you need to convert the power (watts) to energy (joules). First, convert watts to joules per second (1 watt = 1 joule/second), then multiply by the time the light bulb is on. So, for example, if the light bulb is on for 1 hour (3600 seconds), the energy used would be 60 watts * 3600 seconds = 216,000 joules.
electircal or photo electrical energy. Photons are shot across from panel to another panel this sparking back and forth creates the light you see.Answer: Electricity is the energy input into a light bulb. It either heats afilamanet to produce heat and light, r excites the gas contained in the bulb (in flluorescent tube) to emit visible light directly or emit UV light which interacts with a phosphor coating in the tubes to emit light.
A 100-watt light bulb consumes 100 watts of energy in one hour, as power is the rate at which energy is consumed. Therefore, it will take one hour for a 100-watt light bulb to consume 100 watt-hours of energy.
A 40-watt bulb refers to the power consumption or energy usage of the bulb. It indicates the amount of electricity the bulb consumes when it is turned on. In general, the higher the wattage, the brighter the light emitted by the bulb.
A 100 watt bulb uses 0.1 kilowatt (100 watts / 1000) per hour. At 15p per kilowatt-hour, the cost of running the 100 watt bulb for an hour would be 1.5p (0.1 kW * 15p).