When the voltage across the resistor is 110 V, the current in it is 4A.

When the voltage across the resistor is 110 V, the current in it is 4A. What voltage should be applied to the resistor so that the current in it becomes 8A

Initial data: U1 (initial voltage across the resistor) = 110 V; I1 (initial amperage) = 4 A; I (steady-state current in the resistor) = 8 A.

Since the resistance of the resistor is constant, the voltage that should be applied to the resistor is determined from the equality: R = U1 / I1 = U2 / I2, whence U2 = U1 * I2 / I1 = 110 * 8/4 = 220 V.

Answer: A voltage of 220 V should be applied to the resistor.



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