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Question

The RLC filter shown below acts as a ________. 

The correct answer is
band stop filter

The given RLC circuit acts as a band stop filter. Let's understand why this is the case with a step-by-step explanation.

Understanding RLC Circuits: An RLC circuit consists of a resistor (R), an inductor (L), and a capacitor (C) connected in series or parallel. These components are used to filter signals by allowing certain frequencies to pass while blocking others.

Types of Filters:

  • Low pass filter allows low frequencies and attenuates high frequencies.
  • High pass filter allows high frequencies and attenuates low frequencies.
  • Band pass filter allows a specific band of frequencies to pass and attenuates frequencies outside this band.
  • Band stop filter, also known as a notch filter, attenuates a specific band of frequencies and allows frequencies outside this band to pass.

Working of Band Stop Filter:

The given RLC circuit is a parallel resonant circuit. In a parallel resonance, at the resonant frequency, the impedance becomes very high, creating a notch at this frequency. Therefore, frequencies around this notch are blocked or significantly attenuated, effectively acting as a band stop filter.

Conclusion:

The RLC filter shown in the image is configured to block a particular band of frequencies. This configuration is characteristic of a band stop filter.

Thus, the correct answer is: band stop filter.

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Important Questions from Filters

  1. The active filter works well

  2. A band pass filter response has :

    (a) Two critical frequencies
    (b) Quality factor depends on the center frequency and the bandwidth
    (c) Quality factor depends on the critical frequencies
    (d) A voltage gain

    Options :

  3. A phase locked loop (PLL) consists of :

  4. Which among the following has a frequency selective amplifier whose gain decreases from a finite value to zero as the frequency of the sinusoidal input increases from dc to infinity?

  5. The direct form structure of an FIR (finite impulse response) filter is shown in the figure. 

    The filter can be used to approximate a

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