Exercise -1- Two capacitors C₁ = 2200 µF and C2 = 3.3 mF are available. 1- Determine the equivalent capacitance Cs when the two capacitors are connected in series. 2- Determine the equivalent capacitance Cp when the two capacitors are connected in parallel. 3- Capacitor C₁ is charged at U = 30 V. Determine the charge Q₁ carried by one armature of this capacitor. 4- We isolate the capacitor C₁ and connect the capacitor C2, initially discharged, to its terminals. Determine the charge carried by the assembly. 5- Deduce the voltage U' at the terminals of the assembly.

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Exercise -1-
Two capacitors C₁ = 2200 µF and C2 = 3.3 mF are available.
1- Determine the equivalent capacitance Cs when the two capacitors are connected in series.
2- Determine the equivalent capacitance Cp when the two capacitors are connected in parallel.
3- Capacitor C₁ is charged at U = 30 V. Determine the charge Q₁ carried by one armature of this
capacitor.
4- We isolate the capacitor C₁ and connect the capacitor C2, initially discharged, to its terminals.
Determine the charge carried by the assembly.
5-
Deduce the voltage U' at the terminals of the assembly.
Transcribed Image Text:Exercise -1- Two capacitors C₁ = 2200 µF and C2 = 3.3 mF are available. 1- Determine the equivalent capacitance Cs when the two capacitors are connected in series. 2- Determine the equivalent capacitance Cp when the two capacitors are connected in parallel. 3- Capacitor C₁ is charged at U = 30 V. Determine the charge Q₁ carried by one armature of this capacitor. 4- We isolate the capacitor C₁ and connect the capacitor C2, initially discharged, to its terminals. Determine the charge carried by the assembly. 5- Deduce the voltage U' at the terminals of the assembly.
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