A 24V potential difference is applied across a parallel combination of four 6 ohm resistor. The current in each resistor is:

1 A

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4 A

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16 A

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36 A

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Solution

The correct option is A $4 A$
Since the resistors are connected in parallel,the voltage across each resistor is same,i.e 24 V.
Therefore,current can now simply be calculated using the relation,
$I = \frac{V}{R} ⟹ I = \frac{24}{6.0} = 4.0 A$

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Q. A resistors of

6 Ω

is connected in series with another resistor of

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. A potential difference of 20 V is applied across the combination.

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A 24V potential difference is applied across a parallel combination of four 6 ohm resistor. The current in each resistor is:

The correct option is A 4 ASince the resistors are connected in parallel,the voltage across each resistor is same,i.e 24 V.Therefore,current can now simply be calculated using the relation,I=VR⟹I=246.0=4.0A

The correct option is A $4 A$
Since the resistors are connected in parallel,the voltage across each resistor is same,i.e 24 V.
Therefore,current can now simply be calculated using the relation,
$I = \frac{V}{R} ⟹ I = \frac{24}{6.0} = 4.0 A$