Q$5)[2$ Marks$]$ An unknown load is connected to a $\frac{5}{{?}_0}V$ voltage generator having a generator impedance $Z_g=50$ using a $10$ cm lossless $50$ air$-$spaced transmission line. If the line is operating at $750$ MHz $($hint: calculate the length of the line in terms of the operating wavelength$).$ Given that $V_{z_p}=\frac{3\mathrm{.}587}{{?}_{-}}20\mathrm{.}39V,$ find:

a$)$ The input impedance?

Ans:

b$)$ The load impedance?

$(0\mathrm{.}5$ mark$)$

Ans: $q,(0\mathrm{.}5$ mark$)$

Explanation $($Steps to find the answers$)$: $(1$ marks$)$