The circuit shown given contains two ideal diodes- each with a forward resistance of 50- If the battery voltage is 6V- the current through the 100- resistance in Amperes is-

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Standard XII

Physics

Forward Bias

The circuit s...

Question

The circuit shown given contains two ideal diodes, each with a forward resistance of $50 Ω$ . If the battery voltage is $6$ V, the current through the $100 Ω$ resistance (in Amperes) is?

0.027

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0.020

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0.030

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0.036

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Solution

The correct option is A $0.020$
D $_{2}$ is in reverse bias so there is no current flow through it.
D $_{1}$ is in forward bias so it show zero resistance

Hence $R_{e q} = 100 + 150 = 250$

$I = \frac{6}{250} = 0.024$ A

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The circuit shown given contains two ideal diodes, each with a forward resistance of 50Ω. If the battery voltage is 6V, the current through the 100Ω resistance (in Amperes) is?

The correct option is A 0.020D2 is in reverse bias so there is no current flow through it.D1 is in forward bias so it show zero resistance Hence Req=100+150=250I=6250=0.024 A

The circuit shown given contains two ideal diodes, each with a forward resistance of $50 Ω$ . If the battery voltage is $6$ V, the current through the $100 Ω$ resistance (in Amperes) is?

The correct option is A $0.020$
D $_{2}$ is in reverse bias so there is no current flow through it.
D $_{1}$ is in forward bias so it show zero resistance

Hence $R_{e q} = 100 + 150 = 250$

$I = \frac{6}{250} = 0.024$ A