Correct option is (a) (1/ g || R) || (1/g || r)
To explain: The source of M2 is connected to the source of M1. Since channel length modulation isn’t present in M1, the source of M1 offers a resistance of 1/g. Again, we find the source of M2 offers a resistance of (1/g || r) due to channel length modulation. Therefore, we conclude that the total impedance at the source of M2 is (1/ g || R) || (1/g || r).