The amperage required to run a computer and monitor can vary depending on their power consumption. A typical desktop computer consumes around 3-6 amps, while a monitor can use around 1-2 amps. It's important to check the specifications of your specific devices to determine the exact amperage they require.
To calculate the output amps of a 600kVA generator at 240V, you would use the formula Amps = kVA / Volts. In this case, it would be 600kVA / 240V = 2500 amps.
To find the amperage, you can use the formula: Amps = Watts/Volts. Plugging in the values, you get Amps = 1800 Watts / 110 Volts β 16.36 Amps.
To find the amperage, you can use the formula: Watts = Volts x Amps. Rearranging it, we get Amps = Watts / Volts. Plugging in the values for 3000 Watts and 460 Volts, we get: Amps = 3000 / 460 = 6.52 amps.
To calculate amps from VA, you can use the formula: Amps = VA / Volts. Assuming the standard voltage in residential settings is 120V, then 145VA / 120V = 1.21A. Therefore, 145VA is approximately equal to 1.21 amps.
The amperage required to run a computer and monitor can vary depending on their power consumption. A typical desktop computer consumes around 3-6 amps, while a monitor can use around 1-2 amps. It's important to check the specifications of your specific devices to determine the exact amperage they require.
10 amps
a regular toaster uses about 12.5 amps
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amps like.. amplifiers? it depends on how many speakers you have. or amps like.. current draw? again. depends on your power needs, your power amps... ect
You use Ohm's Law to make your calculation. Volts = Amps x Resistance Amps = Volts / Resistance
at 230v it will use 5 to 6 amps
It takes 13 amps Varies - but around 10 is a good average.
How many peak amps does it use.
There are grills of many different amps. Your regular stove top ones are about 15 amps. Individual grill machines for countertop use must have amps usage printed on the label.
Just use Ohm's Law Voltage = Current x Resistance Amps = Voltage Divided By Resistance Amps = 120 / 260
It depands on the power of the loudspeakers.