ECE3161 Analogue Electronics - MUM S2 2025 Course Materials & Test Answers | learning.monash.edu

Q6.4: Select the transfer function $A_{v} = \dfrac{V_{o(s)}}{V_{in(s)}}$ A_{v} = \dfrac{V_{o(s)}}{V_{in(s)}} of the practical Differentiator circuit shown in Figure 6.3 below.

Image failed to load

$A_{v}(s) = \dfrac{sR_{1}R_{f}C_{f}}{C_{1}}$ A_{v}(s) = \dfrac{sR_{1}R_{f}C_{f}}{C_{1}}

❌

$A_{v}(s) = -\dfrac{sR_{f}C_{1}}{(1+sR_{1}C_{1})(1+sR_{f}C_{f})}$ A_{v}(s) = -\dfrac{sR_{f}C_{1}}{(1+sR_{1}C_{1})(1+sR_{f}C_{f})}

✅

$A_{v}(s) = \dfrac{sR_{1}R_{f}C_{f}}{(1+sR_{1}C_{1})}$ A_{v}(s) = \dfrac{sR_{1}R_{f}C_{f}}{(1+sR_{1}C_{1})}

❌

$A_{v}(s) = -sR_{1}C_{f}$ A_{v}(s) = -sR_{1}C_{f}

❌

View this question

Crowdly

ECE3161 Analogue Electronics - MUM S2 2025

Want instant access to all verified answers on learning.monash.edu?