[" If the voltmeter reads "0.2V" and the ammeter reads "0.101A" ,the resistance of the voltmeter is "],[" (in ohm) "],[longrightarrow(20)/(10)m],[qquad Q]

If the voltmeter reads 0.2 V and the ammeter reads 0.101A, the resistance of the voltmeter is (in ohm)

The voltmeter reads 40 V across 60 Omega resistance. The resistance of voltmeter is. .

The voltmeter V in the figure. Reads 117V and the ammeter A reads 0*13A . The resistance of the voltmeter is 9000Omega and the resistance of ammeter is 0*015Omega . Compute (i) the resistance R, (ii) the power input to R.

In the adjacent circuit the ammeter reads 5.0 A and voltmeter reads 20V. The value of resistance R is

In given figure the ammeter A reads 5 A and voltmeter V reads 40 V. The actual value of resistance R is

In the circuit given below, on plugging the key, the voltmeter reads 2.0 V but ammeter reads 0.6A. The resistance of the combination is

A voltmeter and an ammeter are connected in series to an ideal cell of emf E . The voltmeter reading is V , and the ammeter readings is I . Then (i) V lt E (ii) the voltmeter resistance is V// I (iii) the potential difference across the ammeter is E - V (iv) Voltmeter resistance + ammeter resistance = E//I Correct statements are

A voltmeter and an ammeter are connected in series to an ideal cell of emf E . The voltmeter reading is V , and the ammeter readings is I . Then (i) V lt E (ii) the voltmeter resistance is V// I (iii) the potential difference across the ammeter is E - V (iv) Voltmeter resistance + ammeter resistance = E//I Correct statements are

The ammeter A reads 2A and the voltmeter V reads 20V, the value of resistance R is (Assuming finite resistance's of ammeter and voltmeter)