Solving Amplifier Question: Find Vout for a,b,c

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In summary, the amplifier has a closed loop gain of 2 when connected to a load resistance of 600 ohms, resulting in an output voltage of 0.06V. When connected to an open circuit, the gain is 1 and the output voltage is 0.03V. When connected to a load resistance of 8 ohms, the gain is 76 and the output voltage is approximately 2V.
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peanutbutter
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Homework Statement


An amplifier has negative feedback applied to it such that feedback fraction is 0.5%. If the open loops gain of the amplifier is 10^5 what is the closed loop gain? I get this as 199.6

The amplifier is connected to a signal source of internal resistance 300kohms which provides a sinusoidal signal of 30mV amplitude, when not loaded. If the amplifier has an input resistance of 150kohms and an output resistance of 600ohms what is the amplitude of the voltage signal that would appear at the output terminals of the amplifier when it is
a) open circuit
b) connected to a load resistance of 8 ohms
c) connected to a load resistance of 600 ohms

Homework Equations


Gain of a non inverting amplifier = (R1+R2)/R2

Any help would be great. It's multiple choice and the options are parts a,b and c are;

0.003V, 0.03V, 0.3V, 1V, 2V

The Attempt at a Solution


a) open circuit, R1 = 0, R2 = infinity so gain is 1 ==> Vout = 0.03
b) Gain = (600+8)/8 = 76 => Vout is approximately 2
c) Gain = (600+600)/600 = 2 ==> Vout is 0.06 but there isn't an option for this. :S
Attempt
a) open circuit, R1 = 0, R2 = infinity so gain is 1 ==> Vout = 0.03
b) Gain = (600+8)/8 = 76 => Vout is approximately 2
c) Gain = (600+600)/600 = 2 ==> Vout is 0.06 but there isn't an option for this. :S

Could someone help?
 
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  • #2


Hello,

Your calculations for parts a and b are correct. For part c, the gain should be (600 + 600)/600 = 2, but the output voltage should be 0.06V, not 0.6V. So the correct answer for part c would be 0.3V.

To understand why the output voltage is not 0.6V, we can use the voltage divider formula. The output voltage is equal to the input voltage multiplied by the gain. In this case, the input voltage is 30mV and the gain is 2, so the output voltage should be 60mV. However, when we connect the output to a load resistance of 600 ohms, this forms a voltage divider with the output resistance of 600 ohms. This means that the output voltage will be divided by 2, resulting in an output voltage of 30mV, which is 0.06V.

I hope this helps clarify the calculation for part c. Let me know if you have any other questions.
 

1. How do I solve an amplifier question?

To solve an amplifier question, you will first need to understand the basic principles of amplifiers and their components. Then, you can use Ohm's Law and Kirchhoff's Laws to set up the necessary equations and solve for the output voltage (Vout).

2. What are the components of an amplifier?

An amplifier typically consists of a power source, input signal, input impedance, gain stage, and output impedance. The gain stage is the most important component as it amplifies the input signal to produce the desired output voltage.

3. How do I calculate the gain of an amplifier?

The gain of an amplifier can be calculated by dividing the output voltage (Vout) by the input voltage (Vin). This can be represented by the equation: Gain = Vout / Vin. The gain can also be expressed in decibels (dB) using the formula: Gain (dB) = 20 log (Vout / Vin).

4. What is the difference between a,b,c in amplifier questions?

In amplifier questions, a, b, and c typically represent different components or values in the circuit. For example, a may represent the input voltage, b may represent the input impedance, and c may represent the gain of the amplifier. These variables are used to set up the necessary equations and solve for the output voltage (Vout).

5. Do I need to consider any limitations or assumptions when solving amplifier questions?

Yes, it is important to consider any limitations or assumptions when solving amplifier questions. This may include assuming ideal conditions, such as no internal resistance, or taking into account any non-idealities in the circuit, such as voltage drops or current limitations. It is important to carefully read the question and adjust your calculations accordingly.

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