What is the Effective Capacitance Across A and B in This Network?

AI Thread Summary
The discussion centers on determining the effective capacitance across points A and B in a given network. Initially, there is confusion regarding whether the capacitance should be zero due to a direct wire connection between A and B. However, it is clarified that the effective capacitance is actually 132 µF, which occurs when the four capacitors are arranged in parallel. Participants confirm that the original assumption of zero capacitance is incorrect, emphasizing the importance of the circuit configuration. The final consensus is that the effective capacitance across A and B is indeed 132 µF.
Suraj M
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Homework Statement


Here's the question as it was given.
WIN_20150510_213510.JPG


we should find the effective capacitance across A and B,

Homework Equations


##C_p = C_1 +C_2+...##
##\frac{1}{C_s} = \frac{1}{C_1} +\frac{1}{C_2} +...##

The Attempt at a Solution


Looking at the diagram i thought The capacitance should be zero.. shouldn't it be zero?
because there is a wire directly connecting A and B.
but the answer was given as 132 µF, that would happen if the 4 capacitors were in parallel, like this maybe
WIN_20150510_213656.JPG

then yes it should be 132µF.
i still think that the answer to the original question is zero, could someone verify or correct me.
Thank you
 

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Your first circuit is a short circuit so has no capacitance. The second one is 123uF.
 
NascentOxygen said:
one is 123uF.
You mean 132 µF
Thank you, just needed to be sure.:)
 
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