Correct answer is (a) 0.2 Ω
To explain I would say: Hybrid parameter h22 is given by, h22 = \(\frac{I_2}{V_2}\), when I1 = 0.
Therefore short circuiting the terminal X-X’ we get,
V1 = IA × 10
IA = \(\frac{I_2}{2}\)
V2 = IB × 10
IB = \(\frac{I_2}{2}\)
From the above 4 equations, we get,
∴ \(\frac{I_2}{V_2} = \frac{I_2×2}{I_2×10}\) = 0.2
Hence h22 = 0.2 Ω.