The correct option (C) a – q, b – s, c – q, d – s
Explanation:
Let voltage at point e be Ve.
at node e, applying Kirchoff's current
law, I1 + I2 + I3 + I4 = 0
∴ {(Ve – 2) / 1} + {(Ve – 6) / 1} + {(Ve – 4) / 2} + {(Ve – 4) / 2} = 0
2Ve – 8 + Ve – 4 = 0
3Ve = 12
Ve = 4V
(a) current in ae = I1 = {(Ve – 2)/1} = 4 – 2 = 2A
current in be = I4 = {(Ve – 4)/2} = 0A
current in ce = I3 = {(Ve – 6)/1} = – 2A
current in de = I2 = {(Ve – 4)/2} = 0A