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Solution 2:
Wrong way: XC = 1/ (2πfC), This means that each of the capacitors would have an infinitely high resistance. Calculating the voltage drop according to Ohm's law does not lead to the desired result.
Right way: Q = C ⋅ V or V = Q / C
Determination of charge quantity Q
Q = Ctotal ⋅ V = 3,38 µF ⋅ 10V = 33,8 µC
. 1 = 1 + 1 + 1 ⇒ Ctotal = 3,38 µF
Ctotal C1 C2 C3
The charge is the same on all capacitors. This gives:
V1 = Q = 33,8 µAs = 5,63 V
. C1 6 µAs/V
V2 = Q = 33,8 µAs = 2,82 V
. C2 12 µAs/V
V3 = Q = 33,8 µAs = 1,54 V
. C3 22 µAs/V