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In (Figure 1),

`C_(1)=C_(5)=8.0\mu F`

and

`C_(2)=C_(3)=C_(4)=`

`5.0\mu F`

. The applied potential is

`V_(ab)=200V`

. Part A What is the equivalent capacitance of the network between points

`a`

and

`b`

? Express your answer in farads. F Request Answer Part B Calculate the charge on capacitor

`C_(1)`

. Express your answer in coulombs.

`Q_(1)=`

Request Answer Part C Calculate the potential difference across capacitor

`C_(1)`

. Express your answer in volts.

`V_(1)=`

Part D Calculate the charge on capacitor

`C_(2)`

. Express your answer in coulombs.

`Q_(2)=◻, C `

Request Answer Part E Calculate the potential difference across capacitor

`C_(2)`

. Express your answer in volts. Part F Calculate the charge on capacitor

`C_(3)`

. Express your answer in coulombs. Part G Calculate the potential difference across capacitor

`C_(3)`

. Express your answer in volts. Request Answer Part H Calculate the charge on capacitor

`C_(4)`

. Express your answer in coulombs.

`Q_(4)=1, C `

Part I Calculate the potential difference across capacitor

`C_(4)`

. Express your answer in volts. Part I Calculate the potential difference across capacitor

`C_(4)`

. Express your answer in volts. Part J Calculate the charge on capacitor

`C_(5)`

. Express your answer in coulombs.

`Q_(5)=`

Figure Part K Calculate the potential difference across capacitor

`C_(5)`

. Express your answer in volts.

`V_(5)=`