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Current Electricity question

2019 · 12 Apr · Shift 2 · Q46
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Current Electricity question

2019 · 12 Apr · Shift 2 · Q46

JEE MainPhysicsCurrent ElectricityMCQ+4 / −1
A moving coil galvanometer, having a resistance G, produces full scale deflection when a current Ig flows through it. This galvanometer can be converted into (i) an ammeter of range 0 to I0(I0 > Ig) by connecting a shunt resistance RA to it and (ii) into a voltmeter of range 0 to V (V = GI0) by connecting a series resistance RV to it. Then,
  1. A
    RARV=G2{R_A}{R_V} = {G^2}RA​RV​=G2 and RARV=Ig(I0−Ig){{{R_A}} \over {{R_V}}} = {{{I_g}} \over {\left( {{I_0} - {I_g}} \right)}}RV​RA​​=(I0​−Ig​)Ig​​
  2. B
    RARV=G2(IgI0−Ig){R_A}{R_V} = {G^2}\left( {{{{I_g}} \over {{I_0} - {I_g}}}} \right)RA​RV​=G2(I0​−Ig​Ig​​) and RARV=(I0−IgIg)2{{{R_A}} \over {{R_V}}} = {\left( {{{{I_0} - {I_g}} \over {{I_g}}}} \right)^2}RV​RA​​=(Ig​I0​−Ig​​)2
  3. C
    RARV=G2(I0−IgIg){R_A}{R_V} = {G^2}\left( {{{{I_0} - {I_g}} \over {{I_g}}}} \right)RA​RV​=G2(Ig​I0​−Ig​​) and RARV=(IgI0−Ig)2{{{R_A}} \over {{R_V}}} = {\left( {{{{I_g}} \over {{I_0} - {I_g}}}} \right)^2}RV​RA​​=(I0​−Ig​Ig​​)2
  4. D
    RARV=G2{R_A}{R_V} = {G^2}RA​RV​=G2 and RARV=(IgI0−Ig)2{{{R_A}} \over {{R_V}}} = {\left( {{{{I_g}} \over {{I_0} - {I_g}}}} \right)^2}RV​RA​​=(I0​−Ig​Ig​​)2
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