The correct option (A) 5
Explanation:
C = (A∈0/d) initial
C' = [(A∈0)/{d' – t + (t/k)}] after putting slab of thickness t
here d' = d + 1.6
as Q = CV
hence if potential difference remains same then capacitance must remain same
∴ C = C'
∴ (A∈0/d) = [(A∈0)/{d' – t + (t/k)}]
i.e. d = d' – t + (t/k)
as d' = d + 1.6
∴ d = d + 1.6 – 2 + (2/k)
∴ (2/k) = 0.4
∴ k = (2/0.4) = 5