A resistance of 3Ω is connected in series with 5Ω. This connection is kept in parallel with a 8Ω resistance. The current in 5Ω resistance if 24V potential difference is applied is?
Answers
Explanation:
Equivalent resistance of the parallel resistors=3×63+6=2ΩEquivalent resistance of the parallel resistors=3×63+6=2Ω
Total resistance of the circuit=2+3=5ΩTotal resistance of the circuit=2+3=5Ω
Current flowing in the circuit=55=1ACurrent flowing in the circuit=55=1A
current passing through6Ωresistorcurrent passing through6Ωresistor
=33+6(1)=13A=33+6(1)=13A
Voltage drop across6Ω resistor=13(6)=2V
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Answer:
Equivalent resistance of the parallel resistors=3×63+6=2ΩEquivalent resistance of the parallel resistors=3×63+6=2Ω
Total resistance of the circuit=2+3=5ΩTotal resistance of the circuit=2+3=5Ω
Current flowing in the circuit=55=1ACurrent flowing in the circuit=55=1A
current passing through6Ωresistorcurrent passing through6Ωresistor
=33+6(1)=13A=33+6(1)=13A
Voltage drop across6Ω resistor=13(6)=2V
Explanation: