Use the node$-$voltage method to find the steady$-$state expression for v$\_($o$)($t$)$ in the circuit in if

v$\_($g$1)=35$cos$(5000$t$+53\mathrm{.}13\backslash$deg $)$V

v$\_($g$2)=7$sin$(5000$t$)$V

Write the steady$-$state expression for v$\_($o$)($t$)$ as v$\_($o$)=$V$\_($o$)$cos$(\backslash$omega t$+\backslash$phi $),$ where

$-180\backslash$deg $<mi>\backslash </mi>$phi deg $.$

Part A

Find the numerical value of V$\_($o$).$

Express your answer to three significant figures and include the appropriate units.

You did not open hints for this part.

ANSWER:

V$\_($o$)=$

Part B

Find the numerical value of $\backslash$phi $.$

Express your answer in degrees to three significant figures.

You did not open hints for this part.

ANSWER:

$\backslash$phi $=$

Part C

Find the numerical value of $\backslash$omega $.$