
In the given network of capacitors, the equivalent capacitance between point and is
a.
b.
c.
d.

Answer
486.9k+ views
Hint: Here in this question capacitors are connected in different arrangements in a circuit between two given points. A capacitor is generally an electronic device that stores electrical energy in the electric field and it is a passive electronic component as it receives energy.
Formula used:
Parallel connection of the capacitors
Series connection of the capacitors
Complete step by step answer:
We will start with the different arrangements of the components and analyze whether which are connected in series connection or parallel connection and then they are calculated separately and then the equivalence capacitor is then evaluated.
Staring with the rearrangements of the points and given on the circuits. All the capacitors have the same capacitance
From the figure, it can be concluded that the capacitors and are in the parallel connection between points , and hence their equivalent capacitance is given as
Substitute the values of and hence,
Similarly, the between points and the capacitors , and are in parallel connection hence their equivalent capacitance is given as
Now on analyzing, it is found that the capacitor with and are in series hence their equivalent capacitance is given as
Hence the final equivalent capacitance between the points and can be given by the parallel connection between and which is given as
Hence the final equivalent capacitance between the points and can be given as .
Hence, the correct answer is option (D).
Note: Here it is noted that the equivalence formula of capacitors is different from the other electronic components like resistance. Hence one should not get confused between the equivalence formula between resistance and capacitors. For resistance connected in series, the equivalence formula is given by , and for resistance connected in parallel, the formula is given as .
Formula used:
Parallel connection of the capacitors
Series connection of the capacitors
Complete step by step answer:
We will start with the different arrangements of the components and analyze whether which are connected in series connection or parallel connection and then they are calculated separately and then the equivalence capacitor is then evaluated.

Staring with the rearrangements of the points

From the figure, it can be concluded that the capacitors
Substitute the values of
Similarly, the between points
Now on analyzing, it is found that the capacitor with
Hence the final equivalent capacitance between the points
Hence the final equivalent capacitance between the points
Hence, the correct answer is option (D).
Note: Here it is noted that the equivalence formula of capacitors is different from the other electronic components like resistance. Hence one should not get confused between the equivalence formula between resistance and capacitors. For resistance connected in series, the equivalence formula is given by
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