If the resistance remains constant and the voltage doubles, what effect will that have on the power? a. the power will remain the same. b. the power will decrease by a factor of 2. c. the power will decrease by a factor of 4. d. the power will increase by a factor of 2. e. the power will increase by a factor of 4.
If The Resistance Remains Constant And The Voltage Doubles, What Effect Will That Have On The Power? A. The Power Will Remain The Same. B. The Power Will Decrease By A Factor Of 2. C. The Power Will Decrease By A Factor Of 4. D. The Power Will Increase By A Factor Of 2. E. The Power Will Increase By A Factor Of 4.
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If The Resistance Remains Constant And The Voltage Doubles, What Effect Will That Have On The Power? A. The Power Will Remain The Same. B. The Power Will Decrease By A Factor Of 2. C. The Power Will Decrease By A Factor Of 4. D. The Power Will Increase By A Factor Of 2. E. The Power Will Increase By A Factor Of 4.. If the resistance remains constant and the voltage doubles, what effect will that have on the power? Since the resistance (r) remains constant, the current (i) must also double to satisfy the equation 2v = i ⋅r.
The Relationship between Power, Voltage, Current, and Resistance from www.learnelectronicsindia.com
V=i×r if the resistance doubles while the voltage remains constant, we. The power will remain the same. If the resistance remains constant and the voltage doubles, what effect will that have on the power?
If The Resistance Remains Constant And The Voltage Doubles, What Effect Will That Have On The Power?
Since the resistance (r) remains constant, the current (i) must also double to satisfy the equation 2v = i ⋅r. According to ohm's law, the relationship between voltage (v), current (i), and resistance (r) is given by the formula: If the resistance remains constant and the voltage doubles, what effect will that have on the power?
P ′ = V ′ I ′ Now Putting The Respective Values We Will Get, P ′ = 2 V × 2 I On Cancelling Common Term And Using Equation (2) We Will Get, P ′ = 4 P Hence We Can Conclude That When Both The.
Assuming the resistance remains constant, doubling the voltage will double the current through the circuit. Ohm's law states that the current (i) flowing through a conductor is directly proportional to the voltage (v) across it and inversely proportional to its resistance (r). If the resistance is doubled while keeping the current constant, the voltage will also double.
Therefore, The Current Becomes Two Times And The Resistance Remains.
The power will remain the same. V=i×r if the resistance doubles while the voltage remains constant, we. This is because the voltage is directly proportional to the resistance when current.
If Your Circuit Isn't Capable Of Withstanding The Increased Current, It.