Resistance of voltmeter = 6*109 Ohm
Resistance of R2 = 150000Ohm
Equivalent reistance of voltmeter and R2 = (6*109*150000)/(6*109+150000) = 149.996 kOhms
This in series with R1=150000 Ohms
Equivalent resistance of circuit = 149.996+150=299.996 k Ohms
Battery emf = 20 V
Total current in circuit = 20/299996=6.66675*10-5 ampere
Potential drop across R2 = [20-(6.66675*10-5*150000)]=9.999875 V
If voltmeter had infinite resistance,then potential drop across R2 would have been =10 V
Therefore, magnitude of decrease in voltmeter reading = 10-9.999875=1.25*10-4 V
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Although an ideal voltmeter has an infinite internal resistance, this theoretical ideal is usually not met in practice. The voltmeter in the Figure has an internal resistance of 4 x 109 2 and is used to measure the voltage across the resistor R2 as shown. Attaching this non-ideal voltmeter decreases the voltage across R2. Calculate the magnitude of this decrease using an emf of 14 V and R1 = R2 = 250 ks2. Submit Answer This question expects a numeric...
Although an ideal voltmeter has an infinite internal resistance, this theoretical ideal is usually not met in practice. The voltmeter in the Figure has an internal resistance of 7 x 109 Ω and is used to measure the voltage across the resistor R2 as shown. Attaching this non-ideal voltmeter decreases the voltage across R2. Calculate the magnitude of this decrease using an emf of 16 V and R1 = R2 = 200 kΩ.