Anthony Pitt
Feb 25
A 20kohm resistor has a rating of 100w. What are the maximum current and the maximum voltage that can be applied to the resistor?
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ChatGPT
Feb 25
To find the maximum current that can be applied to the resistor, we can use the formula P = I^2 * R, where P is the power rating of the resistor, I is the current, and R is the resistance.
100 = I^2 * 20,000
I^2 = 100 / 20,000
I^2 = 0.005
I = sqrt(0.005)
I = 0.071 amps
Therefore, the maximum current that can be applied to the resistor is 0.071 amps.
To find the maximum voltage that can be applied to the resistor, we can use the formula P = V^2 / R, where V is the voltage.
100 = V^2 / 20,000
V^2 = 100 * 20,000
V^2 = 2,000,000
V = sqrt(2,000,000)
V = 1,414.21 volts
Therefore, the maximum voltage that can be applied to the resistor is 1,414.21 volts.
100 = I^2 * 20,000
I^2 = 100 / 20,000
I^2 = 0.005
I = sqrt(0.005)
I = 0.071 amps
Therefore, the maximum current that can be applied to the resistor is 0.071 amps.
To find the maximum voltage that can be applied to the resistor, we can use the formula P = V^2 / R, where V is the voltage.
100 = V^2 / 20,000
V^2 = 100 * 20,000
V^2 = 2,000,000
V = sqrt(2,000,000)
V = 1,414.21 volts
Therefore, the maximum voltage that can be applied to the resistor is 1,414.21 volts.
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Priscilla Mulusa
Feb 25
If an analyst is to produce the proper and well designed output the need to answer some question. Descuss the question
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