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kane (2188)

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a thin metal plate P is inserted between the plates of a parallel plate capacitor of capacity C in such a way that its edges touch the two plates.the capacity now becomes:




 


(a) C/2




 


(b) 2C




 


(c) zero




 


(d) infinite




 


answer is (d)


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tarinbansal (3833)

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It has to be infinite.
When U have connected the 2 plates by a conductor, it gets converted into a pure conductor now.
Means now effectively there is no region of insulation between the 2 plates. Hence D=0 in the formula for capacitance, C=(epsilon)A/D.
So, C=infinity.

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kane (2188)

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sorry for asking such a stupid question


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netkid07 (2002)

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as it's a metal plate(conductor)....and it touches those edges...so.....net charge now on capacitor is 0



so it's no more a capacitor now.....so capacity becomes infinite


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tarinbansal (3833)

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Also, when u connect both the plates with a conductor, the potential on both plates becomes equal as potential remains constant in a conductor.
So, it means that potential difference=0.
And Q=CV or C=Q/V.
As V=0, so C=infinity. :D

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