For an electric circuit given below, the correct combination of voltag

For an electric circuit given below, the correct combination of voltage (V) and current (I) is

V = 900 V; I = 18 A
V = 300 V; I = 5.5 A
V = 600 V; I = 1 A
V = 300 V; I = 2 A
This question was previously asked in
UPSC NDA-2 – 2024
Assuming the circuit diagram (not visible) represents a setup where a voltage of 300 V results in a current of 2 A, then option D is the correct combination. This implies the equivalent resistance of the circuit connected to the voltage source is 150 Ω (since V = IR, R = V/I = 300V / 2A = 150 Ω).
– Ohm’s Law (V = IR) relates the voltage (V) across a component or circuit, the current (I) flowing through it, and its resistance (R).
– For a complete circuit with a voltage source and an equivalent resistance R_eq, the total voltage V supplied by the source is related to the total current I flowing out of the source by V = I * R_eq.
– The question provides possible pairs of total voltage (V) and total current (I) for an electric circuit. We can calculate the implied equivalent resistance (R_eq = V/I) for each pair:
– A) V = 900 V, I = 18 A => R_eq = 900/18 = 50 Ω
– B) V = 300 V, I = 5.5 A => R_eq = 300/5.5 ≈ 54.55 Ω
– C) V = 600 V, I = 1 A => R_eq = 600/1 = 600 Ω
– D) V = 300 V, I = 2 A => R_eq = 300/2 = 150 Ω
– The circuit diagram would define the value of R_eq based on the configuration and values of its components (resistors, etc.). Without the diagram, we must assume that one of these calculated R_eq values corresponds to the actual circuit’s equivalent resistance. Assuming option D is correct, the circuit must have an equivalent resistance of 150 Ω when connected to a 300 V source or when a 2 A current flows through it resulting in a 300 V drop.
To definitively solve this problem, the circuit diagram showing the voltage source(s) and resistor network is required. The calculation of the equivalent resistance from the diagram would then confirm which (V, I) pair from the options is consistent with Ohm’s Law and the circuit’s resistance. Standard resistor values and combinations often yield resistances like 50, 150, 600 ohms.