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27 December, 05:50

A galvanometer coil having a resistance of 20 Ω and a full-scale deflection at 1.0 mA is connected in series with a 4980 Ω resistance to build a voltmeter. What is the maximum voltage that this voltmeter can read?

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  1. 27 December, 06:03
    0
    E = IR + Ir

    Where,

    I = current

    = 1 mA

    = 0.001 A

    R = 4980 Ω

    Internal resistance, r = 20 Ω

    Maximum voltage, E = 0.001 * 4980 + 0.001 * 20

    = 4.98 + 0.02

    = 5 V
  2. 27 December, 06:06
    0
    5 V

    Explanation:

    The maximum voltage the voltmeter can read will be the voltage drop across the 20 Ω resistance and the voltage drop across the 4980 Ω resistance.

    V' = Ir + IR ... equation 1

    Where V' = Maximum voltage the voltmeter can read, I = current, r = resistance of the galvanometer coil, R = The resistance connected in series to the galvanometer.

    Given: I = 1 mA = 0.001 A, r = 20Ω, R = 4980Ω

    Substitute into equation 1

    V' = 20 (0.001) + 4980 (0.001)

    V' = 0.02+4.98

    V' = 5 V
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