Using Galvanometer of 90 Ohms Resistance for 150V Voltmeter & 10A Ammeter

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To convert a galvanometer with 90 ohms internal resistance and a full-scale current of 350 microA into a 150V voltmeter, a series resistor of approximately 429,000 ohms is required. For creating a 10A ammeter, a shunt resistor must be connected in parallel with the galvanometer. This shunt resistor will allow the galvanometer to measure the voltage drop corresponding to 10 amps of current. The calculations involve determining the voltage needed for full deflection of the galvanometer and selecting an appropriate resistor for the shunt. Proper configuration of these components enables accurate voltage and current measurements.
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A galvanometer of 90 ohms internal resistance has a full-scale current of 350. microA. Describe how to use this meter to make : (a) a 150 V voltmeter, and (b) a 10.0A ammeter

So (a) Resistors must be connected in series with the galvanometer, R=4.29 x 10^5 ohms.

(b) A shunt resistor must be used in parallel with the galvanometer. :smile:
 
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lilkrazyrae said:
A galvanometer of 90 ohms internal resistance has a full-scale current of 350. microA. Describe how to use this meter to make : (a) a 150 V voltmeter, and (b) a 10.0A ammeter

So (a) Resistors must be connected in series with the galvanometer, R=4.29 x 10^5 ohms.

(b) A shunt resistor must be used in parallel with the galvanometer. :smile:
Find the voltage required to give the galvanometer coil full deflection and then figure out what resistor carrying 10 amps of current will provide that voltage drop. That resistor placed in parallel with the galvanometer will be a 10 amp ammeter.

AM
 
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