two resistors are connected in series with each other and across a voltage source the resistance of resistor A is twice that of resistor B if the current in resistor A is I the current in resistor B is
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1
Answer:
Current remains same in both resistors as they are connected in series. Its tricky! Only voltage changes in each resistor
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0
Answer:
The current in the resistor B will also be I.
Explanation:
Given,
Two resistors are connected in series with each other and across a voltage source, the resistance of resistor A is twice that of resistor B and the current in resistor A is I. So, we have to find current in resistor B.
Since the resistors are connected in series that means they are in the same branch so they will have the same current across them.
So, the current across resistor B will be also I.
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