Using negative feedback for improvements, which statement is false
Increased noise
Negative feedback is a fundamental concept in electronics, particularly in amplifier design, used to improve stability and performance. It works by taking a portion of the output signal and feeding it back to the input, out of phase with the original input signal. This process helps to correct deviations and stabilize the amplifier's operation. Let us analyze each statement to determine which one is false regarding the improvements brought about by negative feedback.
One of the significant advantages of applying negative feedback to an amplifier is the increase in its bandwidth. While negative feedback reduces the overall gain of the amplifier, it extends the frequency range over which the amplifier operates effectively. The gain-bandwidth product often remains constant, meaning that a reduction in gain leads to an increase in bandwidth.
If the open-loop gain of an amplifier is \( A_{OL} \) and the feedback factor is \( \beta \), the closed-loop gain \( A_{CL} \) is given by:
\( A_{CL} = \frac{A_{OL}}{1 + A_{OL}\beta} \)
The upper cutoff frequency \( f_{H(CL)} \) with feedback is approximately:
\( f_{H(CL)} = f_{H(OL)}(1 + A_{OL}\beta) \)
Where \( f_{H(OL)} \) is the open-loop upper cutoff frequency. This clearly shows that bandwidth is increased. Therefore, the statement "Increased bandwidth" is true.
Negative feedback is highly effective in reducing internally generated noise within an amplifier circuit. By continuously comparing the output with the input and making corrections, any unwanted signals (like noise originating from the amplifier components) are also attenuated. However, it's important to note that negative feedback does not reduce noise that is already present in the input signal before it enters the amplifier. It primarily reduces noise and interference generated within the amplifier stages themselves. Therefore, stating that negative feedback leads to "Increased noise" is false; it actually decreases noise generated by the amplifier.
Distortion, especially non-linear distortion, is a major problem in amplifiers where the output signal is not a perfect replica of the input due to the non-linear characteristics of the active devices. Negative feedback significantly reduces all types of distortion (harmonic, intermodulation, etc.) because it forces the output to closely follow the input. Any deviation from the desired linear response is fed back and corrected, thereby linearizing the amplifier's operation.
The distortion with feedback \( D_{CL} \) is reduced by the factor \( (1 + A_{OL}\beta) \):
\( D_{CL} = \frac{D_{OL}}{1 + A_{OL}\beta} \)
Where \( D_{OL} \) is the open-loop distortion. This confirms that distortion is decreased. Therefore, the statement "Decreased distortion" is true.
Negative feedback also plays a crucial role in modifying the input and output impedances of an amplifier, making it more practical for various applications. Depending on the feedback topology (e.g., voltage-series, current-series, voltage-shunt, current-shunt), negative feedback can:
This characteristic makes the statement "High input impedance but lower output impedance" generally true for many common negative feedback configurations, especially those aimed at voltage amplification.
Based on the analysis of the effects of negative feedback:
Therefore, the false statement among the given options is "Increased noise".
In a closed loop automatic control system, the sequence of operations is as follows :
(i) Controlling unit
(ii) Correcting unit
(iii) Impact on the process
(iv) Measurement of process parameters
The block diagram of a control system in given below

A. The root of characteristics equation is 6
B. The root of characteristics equation is -6
C. The root of characteristics equation is 5
D. The root of characteristics equation is -10
E. The root of characteristics equation is -5
Choose the most appropriate answer from the options given below :
The location of closed loop poles of a LTI system is given as shown in the figure :

The system will be
A negative feedback control system whose open loop transfer function G(S) has feedback transfer function H(S) can be replaced by a single block with transfer function :
The effect of Tachometer feedback in a control system is to reduce -