In the single-phase power system of Fig. 1.1, the voltage and current are given as follows:
\[
\begin{gathered}
v(t)=100 \sqrt{2} \cos (t) V \\
i(t)=\sqrt{2} \cos \left(t-30^{\circ}ight) A
\end{gathered}
\]
Determine the admittance, conductance, and susceptance of the system seen from the beginning of the line.
1) \(\left(0.01 / 30^{\circ}ight) \Omega, 0.005 \Omega, 0.005 \sqrt{3} \Omega\)
2) \(\left(0.01 / 30^{\circ}ight) \Omega, 0.005 \sqrt{3} \Omega, 0.005 \Omega\)
3) \(\left(0.01 \angle-30^{\circ}ight) \Omega, 0.005 \sqrt{3} \Omega, 0.005 \Omega\)
4) \(\left(0.01 /-30^{\circ}ight) \Omega, 0.005 \Omega, 0.005 \sqrt{3} \Omega\)

Fig. 1.1

Transcribed Image Text:

v (t) i(t)