5. In the network shown below, the three capacitors \( C_1, C_2, \) and \( C_3 \) are identical air-filled capacitors, each with capacitance \( C \). A potential difference \( V_{ab} \) is applied between points \( a \) and \( b \).**Diagram Description:**- The diagram shows three capacitors, \( C_1 \), \( C_2 \), and \( C_3 \), arranged in parallel between two points, labeled \( a \) and \( b \).---(a) Find the total potential energy \( U_i \) stored in this network.(b) A dielectric with dielectric constant \( K = 3 \) is inserted between the plates of \( C_3 \), completely filling the space between them. The applied potential difference \( V_{ab} \) is held constant during this process. Find the total potential energy \( U_{ii} \) now stored in the network.(c) The dielectric is removed from \( C_3 \) and is inserted between the plates of \( C_1 \). Again, the applied potential is held fixed during this process. Find the total potential energy \( U_{iii} \) now stored in the network.(d) Rank the potential energies \( U_i, U_{ii}, \) and \( U_{iii} \) from largest to smallest.

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Answered: 5. In the network shown below, the…

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