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N dielectics are introduced in series in a capacitor of thickn

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N dielectics are introduced in series in a capacitor of thickness D. Each dielectric have width d=D/N & dielectric constant of $m^{t h}$ dielectric is given by $K_{m} = K (1 + m / N) .$ [Ngtgt $10^{3}$ , Area of plates =A] . Net capacitance is given by $\frac{K ϵ _{0} A}{α D l n 2}$ . find value of $α$

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N dielectics are introduced in series in a capacitor of thickness D. Each dielectric have width d=D/N & dielectric constant of

m^{t h}

dielectric is given by

K_{m} = K (1 + m / N) .

[Ngtgt

10^{3}

, Area of plates =A] . Net capacitance is given by

\frac{K ϵ _{0} A}{α D l n 2}

. find value of

α

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Question Text

N dielectics are introduced in series in a capacitor of thickness D. Each dielectric have width d=D/N & dielectric constant of

m^{t h}

dielectric is given by

K_{m} = K (1 + m / N) .

[Ngtgt

10^{3}

, Area of plates =A] . Net capacitance is given by

\frac{K ϵ _{0} A}{α D l n 2}

. find value of

α

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