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Class 4 (4th Engineer) MET 📅 Jun 2025

Exam Question

An amplifier has an open-circuit voltage gain of 1000, an input resistance of 2000 Ω and an output resistance of 1.0 Ω. Determine the input signal voltage required to produce an output signal current of 0.5 A in a 4.0 Ω resistor connected across the output terminals of the amplifier is then used with negative series voltage feedback so that one tenth of the output signal is fed back to the input, determine the input signal voltage to supply the same output signal current. (16) 

Exam question diagram

Reference Answer

This question assesses the understanding of a basic amplifier model and the effects of applying negative series voltage feedback. The solution is presented in two parts as requested.
### **Part 1: Amplifier without Feedback**
#### **Concept & Model**
An amplifier can be modeled by its key characteristics: input resistance ($R_{in}$), output resistance ($R_{out}$), and open-circuit voltage gain ($A_v$). The output stage is modeled as a Thévenin equivalent circuit, consisting of an ideal voltage source ($V_{out, oc}$) in series with the output resistance ($R_{out}$). The voltage of this source is dependent on the input voltage ($V_{in}$) and the gain, such that $V_{out, oc} = A_v \times V_{in}$.

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