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One plate of a capacitor is fixed, and the other is connected

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One plate of a capacitor is fixed, and the other is connected to a spring as shown in. Area of both the plates is $A$ In strady state (equilibrium), separation between the plates is $0.8 d$ (spring was unstretched , and the distance between the plates was $d$ when capacitor was uncharged). The force conntant of the spring is approximately.

\frac{125}{32} \frac{ϵ _{0} A E ^{2}}{d ^{3}}

\frac{2 ϵ _{0} A E ^{2}}{d ^{3}}

\frac{6 ϵ _{0} E ^{2}}{A d ^{2}}

\frac{ϵ _{0} A E ^{3}}{2 d ^{3}}

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One plate of a capacitor is fixed, and the other is connected to a spring as shown in. Area of both the plates is

A

In strady state (equilibrium), separation between the plates is

0.8 d

(spring was unstretched , and the distance between the plates was

d

when capacitor was uncharged). The force conntant of the spring is approximately.

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Question Text	One plate of a capacitor is fixed, and the other is connected to a spring as shown in. Area of both the plates is $A$ In strady state (equilibrium), separation between the plates is $0.8 d$ (spring was unstretched , and the distance between the plates was $d$ when capacitor was uncharged). The force conntant of the spring is approximately.
Answer Type	Video solution: 1
Upvotes	150