The network shown is assembled with uncharged capacitors

X , Y

, and

Z

, with

C _ { X } = 3.0 \mu F

C _ { Y } = 5.0 \mu \mathrm { F }

and

\mathrm { C } _ { Z } = 1.0 \mu \mathrm { F }

. The switches

\mathrm { S } _ { 1 }

and

\mathrm { S } _ { 2 }

are initially open, and a potential difference

V _ { a b } = 120 \mathrm {~V}

is applied between points

a

and

b

. After the network is assembled, switch

\mathrm { S } _ { 1 }

is then closed, but switch

S _ { 2 }

is kept open. What is the final potential difference across capacitor

Z

?
$The network shown is assembled with uncharged capacitors X , Y , and Z , with C _ { X } = 3.0 \mu F , C _ { Y } = 5.0 \mu \mathrm { F } and \mathrm { C } _ { Z } = 1.0 \mu \mathrm { F } . The switches \mathrm { S } _ { 1 } and \mathrm { S } _ { 2 } are initially open, and a potential difference V _ { a b } = 120 \mathrm {~V} is applied between points a and b . After the network is assembled, switch \mathrm { S } _ { 1 } is then closed, but switch S _ { 2 } is kept open. What is the final potential difference across capacitor Z ? A) 38 \mathrm {~V} B) 100 \mathrm {~V} C) 29 \mathrm {~V} D) 55 \mathrm {~V} E) 600 \mathrm {~V}$

A)

38 \mathrm {~V}

100 \mathrm {~V}

29 \mathrm {~V}

55 \mathrm {~V}

600 \mathrm {~V}

A Resistor with a Resistance Of 360Ω360 \Omega360Ω Is in a Series Circuit with a Capacitor of Capacitance

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A Resistor with a Resistance Of $360 \Omega$ Is in a Series Circuit with a Capacitor of Capacitance

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