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Two sources of equal e.m.f are connected to an external resistance R in series. The internal resistance of the two sources are R1 and R2 (R2 > R1) -

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Question

Two sources of equal e.m.f are connected to an external resistance R in series. The internal resistance of the two sources are R1 and R2 (R2 > R1) If the potential difference across the source having internal. resistance R2 is zero, then ______.

Options

  • R = R1R2/(R1 + R2)

  • R = R1R2/(R2 - R1)

  • R = R2(R1 + R2)/(R2 - R1)

  • R = R2 - R1

MCQ
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Solution

Two sources of equal e.m.f are connected to an external resistance R in series. The internal resistance of the two sources are R1 and R2 (R2 > R1) If the potential difference across the source having internal. resistance R2 is zero, then R = R2 - R1.

Explanation:

I = `(2"E")/("R" + "R"_1 + "R"_2)`

From cell (2), E = V + IR= 0 + IR

I = `(2"I")/("R" + "R"_1 + "R"_2) xx "R"_2`

⇒ R = R2 - R1

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Potential Difference and Emf of a Cell
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