(Solved): Consider the RLC series circuit shown with vs(t)=11cos(t)V,R=14,L=7mH and C=20F. Determine ...

Consider the RLC series circuit shown with $v_s(t)=11\cos (?t)V,R=14?,L=7mH$ and $C=20?F$. Determine the resonant frequency by ${?}_r=(L?C{)}^{?1/2}$. Compute the complex power received by each circuit component (the subscripts " $\mathrm{R}$ ", " $\mathrm{L}$ ", " $\mathrm{C}$ " and " $\mathrm{S}$ " respectively refer to the resistor, inductor, capacitor, and source) under the following source frequencies: Note: Use " $\mathrm{j}$ " when submitting complex and imaginary numbers (e.g. submit $4+\mathrm{j}3$ for a complex number with real component 4 and imaginary component 3 ) a. $?=0.1{?}_r$ $\begin{array}{ll}{S}_R=& VA\\ S_L=& VA\\ S_C=& VA\\ S_S=& VA\end{array}$ $\begin{array}{ll}\text{ b. }?={?}_r& VA\\ S_R=& VA\\ S_L=& VA\\ S_C=& VA\\ S_S=& \\ \text{ c. }?=10{?}_r& VA\\ S_R=& VA\\ S_L=& VA\\ S_C=& VA\\ S_S=& VA\end{array}$