Difficulty: Easy
Correct Answer: opposes the input signal
Explanation:
Introduction:
Negative feedback underpins accurate, stable, and linear amplifier behavior. Recognizing how the returned signal combines with the input clarifies why gain becomes predictable and distortion is reduced.
Given Data / Assumptions:
Concept / Approach:
In negative feedback, the feedback signal is subtracted from the input at the summing node. If the output momentarily increases, the feedback increases in a way that reduces the effective error signal, pushing the output back toward the desired value. This opposition stabilizes gain and reduces sensitivity to parameter drift.
Step-by-Step Solution:
1) Define error: Verr = Vin − βVout, where β is the feedback factor.2) If Vout rises, βVout rises, decreasing Verr.3) The amplifier drives its output to force Verr toward zero, creating a self-correcting loop.4) Net effect: the feedback signal always opposes the input change at the summing node.
Verification / Alternative check:
Block-diagram algebra shows closed-loop gain Acl = A / (1 + Aβ). The positive denominator term (1 + Aβ) indicates a negative feedback sign convention leading to opposition at the summing node.
Why Other Options Are Wrong:
Aids the input signal: describes positive feedback, not negative.Proportional to output current: feedback may sample voltage or current; the key attribute here is opposition, not proportionality to current.Proportional to differential voltage gain: gain is a parameter, not the signal itself.
Common Pitfalls:
Confusing feedback polarity or assuming feedback always samples voltage; regardless of sample type, negative feedback opposes the input at the summing node.
Final Answer:
opposes the input signal
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