Two parallel plate capacitors each of capacitance 40 micro farad are connected in series. The space between the plates of the capacitors is filled with the dielectric material of dielectric constant 4. Find the equivalent capacitance of the system
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Capacitance of parallel plate capacitor = C = K ε A / d
K = dielectric constant of the medium between plates
A = area of each plate
and d = distance between plates
Initially equivalent capacitance = 40 μF /2 = 20 μF as they are connected in series. When K =4, each C becomes 160 μF.
hence the equivalent capacitance = 80 μF
K = dielectric constant of the medium between plates
A = area of each plate
and d = distance between plates
Initially equivalent capacitance = 40 μF /2 = 20 μF as they are connected in series. When K =4, each C becomes 160 μF.
hence the equivalent capacitance = 80 μF
Answered by
1
32 microfarad is answer
Explanation:
1/40+(1/4(40))
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