Determine the current through a 200-mF capacitor whose voltage is shown below. 1) 50 -50
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A: QT=Q1+Q2Q=CVQ1=C1VQ2=C2V
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- What total capacitances of larger value (in µF) can you make by connecting a 4.65 µF and a 9.0 pF capacitor together 73260Two separate capacitors, C1 and C2 C1 = 36 micro-Coulomb on 3 micro-Farad C2 = 72 uC on X uF, X = 3.5 , if zero X =2 C2 had a gap of 0.2m maintained by a compressed plastic spring inside the gap, the natural spring length was 0.5m, the compressed spring length was 0.2 m. Spring constant = 8,000 micro-Newton/ meter Action: Connected the two capacitors in parallel Part A Find Q2-new, C2-new, new gap Part B Find the initial total energy, the final total energy30. The figure below shows a number of connected capacitors each having capacitance, C. Find the equivalent capacitance seen between points a and b in terms of C.
- 8. Find the total capacitance of the combination of capacitors in the figure below. This is not and will not be graded60 120 We have a capacitor network connected to a six volt battery. (capacitance values shown in microfarads). 36 10). Calculate the voltage across the 36 microfarad + - capacitor. 30