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Class 4 (4th Engineer) MET 📅 Nov 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. If 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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