(Solved): [ 3 points] Verify that the total power supplied is equal to the total power absorbed in this ...

[ 3 points] Verify that the total power supplied is equal to the total power absorbed in this circuit (to within measurement error). Note that resistors always absorb power from the circuit and dissipate that power as heat. The Voltage source is the only component delivering or supplying power to the circuit. Recall that $$\mathrm{P}=$$ I $$\mathrm{V}$$ (Joule's law) for all components including a voltage source or resistor. In addition, for a resistor we have the additional formulas $$P=V2/R=12R$$ (if we combine Ohm's law with Joule's law). Show your calculation. Figure 2 : Circuit for $$\mathrm{K}V\mathrm{L},\mathrm{KCL}$$ and $$U$$ hm's law veritication. \begin{tabular}{|c|c|c|c|c|} \hline Component & Labeled Value & Voltage (V) & Current (mA) & Power (mW) \\ \hline R1 & $$3.9\mathrm{k}?$$ & $$+6.602,3$$ & $$+1.728,2$$ & $$11.4083$$ \\ \hline R2 & $$1.8\mathrm{k}?$$ & $$+3.061,0$$ & $$+1.728,6$$ & $$5.2912$$ \\ \hline R3 & $$680?$$ & $$+1.160,4$$ & $$+1.727,7$$ & $$2.0048$$ \\ \hline R4 & $$2.2\mathrm{k}?$$ & $$+4.967,2$$ & $$+2.275,6$$ & $$11.3034$$ \\ \hline R5 & $$7.5\mathrm{k}?$$ & $$+5.856,5$$ & $$?0.782,7$$ & $$?4.3718$$ \\ \hline R6 & $$4.7\mathrm{k}?$$ & $$+7.030,9$$ & $$?1.493,9$$ & $$?10.5035$$ \\ \hline R7 & $$470?$$ & $$+1.174,3$$ & $$+2.808,8$$ & $$3.2984$$ \\ \hline V1 & 12 & $$+12.001$$ & $$+3.998,6$$ & $$47.9872$$ \\ \hline \end{tabular}