Which statement best defines CMRR and its importance in differential amplifiers?

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Multiple Choice

Which statement best defines CMRR and its importance in differential amplifiers?

Explanation:
CMRR measures how well a differential amplifier rejects signals that appear on both inputs. It’s defined as the ratio of the amplifier’s differential gain (how much it amplifies the difference between inputs) to its common-mode gain (how much it amplifies signals that are the same on both inputs). In formula form, CMRR = A_diff / A_cm, and in decibels it’s 20 log10(A_diff/A_cm). A larger ratio means the output follows only the difference between the inputs, with very little of the common noise getting through. This matters because real-world noise and interference—like power-line hum or EMI—that appear equally on both inputs should ideally be canceled out. A high CMRR makes the differential amplifier less sensitive to that common-mode noise, preserving the actual signal of interest. The other statements mix up what’s being compared or refer to concepts like impedance or bandwidth that aren’t what CMRR measures.

CMRR measures how well a differential amplifier rejects signals that appear on both inputs. It’s defined as the ratio of the amplifier’s differential gain (how much it amplifies the difference between inputs) to its common-mode gain (how much it amplifies signals that are the same on both inputs). In formula form, CMRR = A_diff / A_cm, and in decibels it’s 20 log10(A_diff/A_cm). A larger ratio means the output follows only the difference between the inputs, with very little of the common noise getting through.

This matters because real-world noise and interference—like power-line hum or EMI—that appear equally on both inputs should ideally be canceled out. A high CMRR makes the differential amplifier less sensitive to that common-mode noise, preserving the actual signal of interest.

The other statements mix up what’s being compared or refer to concepts like impedance or bandwidth that aren’t what CMRR measures.

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