The circuit below represents an AC circuit in steady$-$state in the phasor domain $($for the complex numbers, you may assume units are V$,$ A$,$ Q$,$ etc. as appropriate$).$ Both sources in the circuit have the same w$,$ but you are not told the value of w$.$ Each box represents the impedance of a single circuit element $($a resistor, capacitor or inductor$).$ a$.$ What are the maximum values of waveforms vs$($t$)$ and is $($t$)?$ Enter your answers as Y$$ and Y$2,$ with Y$$ smax and Y$2=$ ismax$-2$ b$.$ We now double w of both sources but keep everything else the same $($such as the capacitor, inductor and resistor values; the amplitude and phase of the sources, etc.$).$ Find the new value of all complex numbers in the circuit $($the new value of a$$ is called a$,$ etc.$)$ as well as the new magnitude of the current source Is $=$ X$2.$ Im Vs $=$ d$+$ e$1$j a$1$ bj Is Is $=$ X$1$ Re Is Given Variables: a$1$:$30$ b$1-12$ c$1$:$6$ d$1$:$5$ e$1$:$5$ X$1$:$1$ A Calculate the following: Y$1($V$)$: