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In a Wheatstone bridge with \[R_1 = 200 \Omega\], \[R_2 = 300 \Omega\], and \[R_3 = 120 \Omega\], what is the value of the unknown resistance \[R_4\]?

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Question

In a Wheatstone bridge with \[R_1 = 200 \Omega\], \[R_2 = 300 \Omega\], and \[R_3 = 120 \Omega\], what is the value of the unknown resistance \[R_4\]?

Options

  • 180 Ω

  • 200 Ω

  • 150 Ω

  • 160 Ω

MCQ
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Solution

Using the balance condition formula \[R_4 = \frac{R_2 \times R_3}{R_1} = \frac{300 \times 120}{200} = \frac{36000}{200} = 180 \Omega\]. Therefore, the unknown resistance \[R_4\] is 180 Ω when the bridge is balanced.

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