Solution
C=ϵ×ϵ0×S4×π×d;dielectric permittivity of air ϵ=1, soC=ϵ0×S4×π×d;C=8.85×10−12×0.034× 3.14×2×10−3;C=10.57 pFC=\frac{\epsilon\times \epsilon_0\times S}{4\times\pi\times d};\\dielectric\; permittivity\; of\; air\;\epsilon=1,\;so\\C=\frac{ \epsilon_0\times S}{4\times\pi\times d};\\C=\frac{ 8.85\times10^{-12}\times 0.03}{4\times\ 3.14\times 2\times10^{-3}};\\C=10.57\;pFC=4×π×dϵ×ϵ0×S;dielectricpermittivityofairϵ=1,soC=4×π×dϵ0×S;C=4× 3.14×2×10−38.85×10−12×0.03;C=10.57pF
Answer: capacitance of the capacitor equals 10.57 pF
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