Chapter 5, Problem 22P

A sinusoidal voltage source $V=110\sqrt{2}\angle -23.2°V$ is applied to an circuit shown in fig. P5.22. where $Z_1=R_1-j{X}_C\Omega$ and $Z_2=R_2+j{X}_L\Omega$ .The voltage $V_1$ is given by $V_1=\frac{Z_2}{Z_1+Z_2}V$.

Assuming that $R_1=50\Omega$, $R_2=100\Omega$, $X_L=250\Omega$ and $X_C=100\Omega$.

1. Write $Z_1$ and $Z_2$
2. as complex numbers in polar form.
3. Determine $V_1$
4. ¡n both rectangular and polar forms
5. Determine the complex conjugate of $Z_1$ and compute the product $Z_1{Z}_1{}^{*}$
6. 

Figure P5.22 Voltage division for problem P5-22.