0.25mF
0.50mF
0.75mF
1.25mF
1.50mF
Explanation
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Discussions (14)

3 equal capacitances of 2mF are connected in parallel, therefore equivalent capacitance for parallel:
C(parallel) = 2mF+2mF+2mF=6mF
Observe in the diagram that the parallel capacitors are then connected to another of 2mF in series, therefore total capacitance in the system:
1/C (series) = 1/C +1/C
1/C = 1/6mF + 1/2mF
1/C = 4mF/6mF
1/C = 2/3 (mF cancels out)
Therefore C=3/2
C=1.5

because I thought series is c1 + c2 + c3... and parallel is 1/c1+ 1/ c2 + 1/ c3...
but you guys are saying the opposite of what I was thought and what is in my physics text book

The answer to the question is not in the option because the solution is meant to be
Considering 2mF in series
1/CT=1/c1+1/c2
=1/2+1/2=1+1/2=2/2=1
CT=1mF
In parallel
Ct=c1+c2+c3
2+1+2=5mF or 5×10^-6F
Therefore the final answer is meant to be 5mF



