Figure shows a parallel plate capacitor of plate area A and plate separation d. The gap between plates is filled with materials of dielectric constants K1 = 2, K2 = 1, K3 = 3 and K4 = separations shown on the figure. 6 with area and A a) Find the capacitance in terms of C if C = co4. b) For A = 8cm? and d = 8mm and potential difference V = 100 V applied the plates, find d/2 %3D d ↑d/4 K1 charge on the capacitor plates. K4 K1 d/2 c) Find energy stored between the plates. d/2 A/4 A/4 K2 t/p A/2 A/2

College Physics
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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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Figure shows a parallel plate capacitor of plate area A and plate separation d. The gap between plates
is filled with materials of dielectric constants K1 = 2, K2 = 1, K3 = 3 and K4 =
separations shown on the figure.
6 with area and
A
a) Find the capacitance in terms of C if C = co4.
b) For A = 8cm? and d = 8mm and potential
difference V = 100 V applied the plates, find d/2
%3D
d
↑d/4
K1
charge on the capacitor plates.
K4
K1
d/2
c) Find energy stored between the plates.
d/2
A/4
A/4
K2
t/p
A/2
A/2
Transcribed Image Text:Figure shows a parallel plate capacitor of plate area A and plate separation d. The gap between plates is filled with materials of dielectric constants K1 = 2, K2 = 1, K3 = 3 and K4 = separations shown on the figure. 6 with area and A a) Find the capacitance in terms of C if C = co4. b) For A = 8cm? and d = 8mm and potential difference V = 100 V applied the plates, find d/2 %3D d ↑d/4 K1 charge on the capacitor plates. K4 K1 d/2 c) Find energy stored between the plates. d/2 A/4 A/4 K2 t/p A/2 A/2
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