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1. |
Find the dynamics of the circuit. |
A. | R1I1(s) + LsI1 (s) + LsI2 (s) = V(s)\(Ls{{I}_{2}}\left( s \right)+~{{R}_{2}}{{I}_{2}}\left( s \right)+\frac{1}{cs{{I}_{2}}\left( s \right)}+Ls{{I}_{1}}\left( s \right)=~0~\) |
B. | R1I1 (s) + LsI1(s) – LsI2(s) = V(s)LsI2(s) + R2I2 (S) + Cs I2 (s) + LsI1(s) = 0 |
C. | R1I1(s) + LsI1 (s) + LsI2(s) = V(s)\(L{{s}_{2}}\left( s \right)+~{{R}_{2}}{{I}_{2}}\left( s \right)+\frac{1}{Cs}{{I}_{2}}\left( s \right)-Ls{{I}_{1}}\left( s \right)=0\) |
D. | R1I1 (s) + LsI1(s) – LsI2(S) = V(s)\(Ls{{I}_{2}}\left( s \right)+{{R}_{2}}{{I}_{2}}\left( s \right)+\frac{1}{Cs}{{I}_{2}}\left( s \right)-Ls{{I}_{1}}\left( s \right)=0\) |
Answer» E. | |