A parallelplate capacitor has capacitance 260 F If the dista

A parallel-plate capacitor has capacitance 26.0 F. If the distance between the plates is tripled, the plate area is tripled and a dielectric with dielectric constant 7.00 is placed between the plates, what will the capacitance of the new capacitor be?

Solution

Capacitance of a capacitor is given by

C=eoA/d

Given

dnew=3d

and K=7 (dieletric inserted)

=>Cnew/C =(KeoA/dnew)/(eoA/d) =(K/3d)/(1/d)

Cnew = (K/3)C =(7/3)*26

Cnew=60.67 uF

A parallel-plate capacitor has capacitance 26.0 F. If the distance between the plates is tripled, the plate area is tripled and a dielectric with dielectric con

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