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The current gain of an amplifier is 200 without feedback. When negative current feedback isapplied, determine the effective current gain of the amplifier. Given that current attenuation is mv =0.012.

Question

The current gain of an amplifier is 200 without feedback. When negative current feedback isapplied, determine the effective current gain of the amplifier. Given that current attenuation is mv =0.012.

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Solution

To determine the effective current gain of the amplifier with negative feedback, we need to use the formula for the gain with feedback. This formula is:

Af = A / (1 + A*β)

Where: Af is the gain with feedback, A is the gain without feedback, and β is the feedback factor.

In this case, the gain without feedback (A) is 200 and the feedback factor (β) is 0.012 (current attenuation).

Substituting these values into the formula, we get:

Af = 200 / (1 + 200*0.012)

Now, calculate the value inside the parentheses:

1 + 200*0.012 = 1 + 2.4 = 3.4

Then, divide the gain without feedback by this value:

Af = 200 / 3.4 = 58.82 (approximately)

So, the effective current gain of the amplifier with negative feedback is approximately 58.82.

This problem has been solved

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