Answer
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Hint: Note the circuit diagram carefully. Using ohm’s law, find the relation between voltage and resistance of the circuit. Voltmeter P is connected to the part of circuit majorly influenced by the variable resistor , whereas the voltage in Q is impacted by both the normal resistor and the variable resistor. Find the value changes using this logic.
Complete step by step solution:
It is given that the circuit is a potential divider circuit. It is a type of passive circuit which produces output voltage as a fraction of its input voltage. It is mainly implemented to distribute voltage across the circuit. Now let us assume in our given circuit, the emf of the circuit as E. The resistance in the variable resistor as r and the resistance in the fixed resistance as R.
Now, when the resistance of the variable resistor is increased, the voltmeter reading in the voltmeter P will increase, by virtue of ohm's law, which states that the potential difference across the circuit is directly proportional to the current flowing in the circuit.
\[V = Ir\]
Now, as r value increases, V value at P increases. Now, since the value of the other resistor is fixed, it will adjust itself so that the total voltmeter value is equal to that of the EMF of the circuit. Since voltmeter at P increases, the voltmeter at Q decreases to bring the overall value equal to that of EMF.
Hence, option (c) is the right answer for the given question.
Note: Terminal voltage is given as the potential difference that is observed across the terminals of the source battery. It is said that if the battery is not connected with the circuit, then the observed terminal voltage is equal to that of EMF of the battery. The voltmeter is used to measure the voltage across the circuit and can also be used to measure terminal voltage.
Complete step by step solution:
It is given that the circuit is a potential divider circuit. It is a type of passive circuit which produces output voltage as a fraction of its input voltage. It is mainly implemented to distribute voltage across the circuit. Now let us assume in our given circuit, the emf of the circuit as E. The resistance in the variable resistor as r and the resistance in the fixed resistance as R.
Now, when the resistance of the variable resistor is increased, the voltmeter reading in the voltmeter P will increase, by virtue of ohm's law, which states that the potential difference across the circuit is directly proportional to the current flowing in the circuit.
\[V = Ir\]
Now, as r value increases, V value at P increases. Now, since the value of the other resistor is fixed, it will adjust itself so that the total voltmeter value is equal to that of the EMF of the circuit. Since voltmeter at P increases, the voltmeter at Q decreases to bring the overall value equal to that of EMF.
Hence, option (c) is the right answer for the given question.
Note: Terminal voltage is given as the potential difference that is observed across the terminals of the source battery. It is said that if the battery is not connected with the circuit, then the observed terminal voltage is equal to that of EMF of the battery. The voltmeter is used to measure the voltage across the circuit and can also be used to measure terminal voltage.
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