Question $11$

$15$ points

For the circuit in the below figure, $xL=9\mathrm{.}5$kOhm,$xC=9$kOhm,$R1=3\mathrm{.}6$kOhm,$R2=5\mathrm{.}1$kOhm,$R3=9\mathrm{.}1$kOhm,$|V1|=30$ V phase $0$ degrees, and $|$V$2|=30$ V phase $140.$ Use the superposition theorem to determine which of the following is true?

Round up your answer to exactly two decimal points.

Warning: selecting a wrong answer takes marks away.

$|Z{t}_{V}2|=14\mathrm{.}17$ kOhm $($total impedance for V$2)$

Angle of Zt$\_$V$2=-1\mathrm{.}95$ degrees $($total impedance for V$2)$

$|Z{t}_2|=3\mathrm{.}64$ kOhm $($total impedance for V$2)$

$|$Zt$\_$V$2=7\mathrm{.}54$kOhm $($total impedance for V$2)$

Angle of Zt$\_$V$2=5\mathrm{.}81$ degrees $($total impedance for V$2)$

None of the answers

Angle of Zt$\_$V$2=6\mathrm{.}89$ degrees $($total impedance for V$2)$

Question $11$

$15$ points

For the circuit in the below figure, $xL=9\mathrm{.}5$kOhm,$xC=9$kOhm,$R1=3\mathrm{.}6$kOhm,$R2=5\mathrm{.}1$kOhm,$R3=9\mathrm{.}1$kOhm,$|V1|=30$ V phase $0$ degrees, and $|$V$2|=30$ V phase $140.$ Use the superposition theorem to determine which of the following is true?

Round up your answer to exactly two decimal points.

Warning: selecting a wrong answer takes marks away.

$|Z{t}_{V}2|=14\mathrm{.}17$ kOhm $($total impedance for V$2)$

Angle of Zt$\_$V$2=-1\mathrm{.}95$ degrees $($total impedance for V$2)$

$|Z{t}_2|=3\mathrm{.}64$ kOhm $($total impedance for V$2)$

$|$Zt$\_$V$2=7\mathrm{.}54$kOhm $($total impedance for V$2)$

Angle of Zt$\_$V$2=5\mathrm{.}81$ degrees $($total impedance for V$2)$

None of the answers

Angle of Zt$\_$V$2=6\mathrm{.}89$ degrees $($total impedance for V$2)$