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In a superheterodyne receiver, the IF is \[455{\text{ }}kHz\] . If it is tuned \[1200{\text{ }}kHz\] , the image frequency will be
A) \[1562{\text{ }}kHz\]
B) \[1675{\text{ }}kHz\]
C) \[2110{\text{ }}kHz\]
D) \[2025{\text{ }}kHz\]

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Last updated date: 20th Jun 2024
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Answer
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Hint:In a superheterodyne receiver, the station frequency plus we have to do twice the intermediate frequency equal to an image frequency is an undesired input frequency.

Complete step by step answer:
It is given that the question as \[455{\text{ }}kHz\] is called the intermediate frequency (IF) of a radio.
Without going into great detail, \[455{\text{ }}kHz\] is one of the most commonly used IFs used in the super heterodyne radio.
In a superheterodyne receiver,
IF = \[455{\text{ }}kHz\]
It is tuned to\[{\text{1200 }}kHz\]
To find the image frequency is
Any signal is capable of interfering with super heterodyne receiver if,
Image frequency = tuned signal$ \pm 2 \times I.F$
Tuned frequency = \[{\text{1200 }}kHz\] and
 IF =\[455{\text{ }}kHz\] is given.
Therefore, image frequency $ = 1200 \pm 910$
Hence, the image frequency is = \[{\text{2110 }}kHz\] or \[{\text{290 }}kHz\].

So, the image frequency will be option (C) is \[{\text{2110 }}kHz\].

Additional Information:Heterodyning which simply means mixing, superheterodyne receiver works on the principle.
By a local oscillator it is a type of receiver which mixes the received signal frequency with the frequency of the signal generated.
As a known intermediate frequency the output of the mixer provides a lower fixed frequency.
The sum and their difference of the applied frequencies and also their harmonics that can in multiple frequencies applied that is a nonlinear device to produce the new frequencies.

Note: The most suitable type for the great majority of radio receiver applications; the advantages of the super heterodyne receiver make it.
AM, FM, communications, Single-sideband,
Television and even radar receivers all use it,
With only slight modifications in Super heterodyne Principle.