c=2 F = Coulumb Volts HE C3 = 7μF C₁ = 3μF Volt= C₂ = 5μF C4 = 9μF C5 = 2μF 1 110 V 1 Cequivalente C₁ HH = + - + C₂ C3 + + /c: Cequivalente = C₁ + C₂ + C3 + + C₂ Joules Coulumb 1μF = 1X10-6F : Ep = Q² 2C

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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From the capacitor array shown, calculate: a) The total capacitance b) The total charge c) The total power energy.(NEED ONLY HANDWRITTEN)

F =
11
OD
Coulumb
Volts
HE
C3 = 7μF
C₁ = 3μF
Volt=
C₂ = 5μF
Joules
Coulumb
C4 = 9μF C5 = 2μF
1
1
Cequivalente C₁
110 V
HH
= +
+
-
C₂ C3
+
+
Cequivalente = C₁ + C₂ + C3 + + C₂
• Cn
15
1μF = 1X10-6F
:
Ep
=
Q²
2C
Transcribed Image Text:F = 11 OD Coulumb Volts HE C3 = 7μF C₁ = 3μF Volt= C₂ = 5μF Joules Coulumb C4 = 9μF C5 = 2μF 1 1 Cequivalente C₁ 110 V HH = + + - C₂ C3 + + Cequivalente = C₁ + C₂ + C3 + + C₂ • Cn 15 1μF = 1X10-6F : Ep = Q² 2C
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