In the circuit diagram shown in figure given below, the current flowing through resistance $3Ω$ is $\dfrac{x}{3}A$ . The value of $x$ is ________.

Question

In the circuit diagram shown in figure given below, the current flowing through resistance 3Ω is (x)/(3)A . The value of x is ________.

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In the circuit diagram shown in figure given below, the current flowing through resistance 3Ω is (x)/(3)A . The value

Let the current flowing through the circuit be $IA$ in anti-clockwise direction.

The net resistance is $R = 4 . 5Ω + 2Ω + 1 . 5Ω = 8Ω$

Hence, $I = \dfrac{V}{R} = \dfrac{4V}{8Ω} = 0 . 5A$

In the circuit diagram shown in figure given below, the current flowing through resistance 3Ω is (x)/(3)A . The value

The current flowing through the $3Ω$ resistor is

$\dfrac{6}{6 + 3} \times 0 . 5 = \dfrac{1}{3}A$

So, $x = 1$

In the circuit diagram shown in figure given below, the current...