Question
For the common-base amplifier of Fig. 189, determine:a. $Z_{i}$b. $A_{i}$c. $A_{y}$d. $Z_{o}$.
Step 1
We know that $r_\pi = (\beta + 1) r_e$, where $\beta$ is the current gain and $r_e$ is the emitter resistance. From the given figure, we have $\beta = 100$ and $r_e = 25 \Omega$. Show more…
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Determine $A_{v}, A_{i}, Z_{\text {in }},$ and $Z_{\text {out }}$ for the amplifier shown in Fig. $18.119 .$ Assume that \[ \begin{aligned} h_{i e} &=4 \mathrm{k} \Omega, & h_{r e} &=10^{-4} \\ h_{f e} &=100, & h_{o e} &=30 \mu \mathrm{S} \end{aligned} \]
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