A small one 100 watts, a large one 1000 watts or more.
I may be wrong, but I think you can calculate it by: Watts = Volts x Amps So: Amps = Watts / Volts Thus, if you're running them on a 240 volt circuit, it resolves to: A = 200 / 240 = 0.83 Amps
Never use a halogen light bulb over 300 watts to prevent overheating and reduce the risk of fire hazard. It is advisable to check the manufacturer's recommendations for the specific fixture to ensure safe usage.
LEDs and CFLs use about a quarter of a halogen so the answer is 35-40 watts.
You can determine the amps of any power consuming source by dividing the watts by the volts. Example: If the bulb is 60 watts and your volts are 120, then 60/120 = .5 amps. Or you could use an amp probe.
Hoovers use 1000 - 2000 watts
A small one 100 watts, a large one 1000 watts or more.
I may be wrong, but I think you can calculate it by: Watts = Volts x Amps So: Amps = Watts / Volts Thus, if you're running them on a 240 volt circuit, it resolves to: A = 200 / 240 = 0.83 Amps
Never use a halogen light bulb over 300 watts to prevent overheating and reduce the risk of fire hazard. It is advisable to check the manufacturer's recommendations for the specific fixture to ensure safe usage.
LEDs and CFLs use about a quarter of a halogen so the answer is 35-40 watts.
You can determine the amps of any power consuming source by dividing the watts by the volts. Example: If the bulb is 60 watts and your volts are 120, then 60/120 = .5 amps. Or you could use an amp probe.
Hoovers use 1000 - 2000 watts
25 watts.
Abut 20 watts.
it may use 15 to 25 watts
Usually about 1200 to 1500 watts.
they use around about 55 watts for each headlight.
The wattage rating of a recessed light is governed by the amount of heat it can dissipate. The wattage rating is set by a standards organization and has to be adhered to by the manufacturing company. The label that is on the recessed light fixture is the maximum size incandescent bulb that can be used in the fixture. Depending on the bulb size used in the fixture will reflect the amount of watts the recess light will use.