A circuit consist of 2-parallel resistors having resistance of 20 and 30 Ω respectively connected in series with 15 Ω resistance. If current through 15 Ω resistance is 3 A, Find (i) current through 20 Ω and 30 Ω resistors and (ii) voltage across whole circuit.
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Given:-
- they both are connected in parallel and their combination is connected in series with 15Ω Resistor
- Current through 15Ω = 3A
To find:-
- Current through 20Ω and 30Ω
- Voltage across the entire circuit.
Formulas:-
Solution:-
- Now, we know that 12Ω and 15Ω are in series and 3A of current is flowing through the 15Ω
- In series combination, current remains constant hence, the amount of current through 12Ω is also 3A
We know that:-
hence, according to Ohm's law:-
- We know that, Voltage remains constant in parallel connection. Hence, the voltage across 20Ω and 30Ω will be 36 V.
Current across 20Ω :-
Current across 30Ω :-
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2.] Voltage across the entire circuit:-
- Total voltage will be equal to Voltage across 12Ω + voltage across 15 Ω
Voltage across 15Ω :-
and voltage across 12Ω = 36 V (as calculated above)
so, total voltage = 36+45 = 81 V
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