Data Compression and Data Retrieval MCQs | Page - 2

Dear candidates you will find MCQ questions of Data Compression and Data Retrieval here. Learn these questions and prepare yourself for coming examinations and interviews. You can check the right answer of any question by clicking on any option or by clicking view answer button.

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Mr. Dubey • 52.61K Points
Coach 

Q. When is Run Length Encoding used?

(A) When we want to compress patterns of data
(B) When we want to decompress patterns of data
(C) When we want to encode running videos
(D) Option.
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Mr. Dubey • 52.61K Points
Coach 

Q. What is the correct Run-length encoding for the data: cccmmmmmsssssdcccccc

(A) 3c5m5s1d6c
(B) C3m5s5d1c6
(C) Cmsdc35516
(D) Cccmmmmmsssssdcccccc
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Mr. Dubey • 52.61K Points
Coach 

Q. Which of the following are not in a compressed format?

(A) JPEG
(B) Bitmap
(C) MPEG
(D) MP3
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Mr. Dubey • 52.61K Points
Coach 

Q. Identify types of lossless compression

(A) Run length encoding
(B) Dictionary encoding
(C) Transform Coding
(D) a and b
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Mr. Dubey • 52.61K Points
Coach 

Q. Digitizing the image intensity amplitude is called

(A) Sampling
(B) Quantization
(C) Framing
(D) Both A And B
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Mr. Dubey • 52.61K Points
Coach 

Q. Compressed image can be recovered back by

(A) Image Enhancement
(B) Image Decompression
(C) Image Contrast
(D) Image Equalization
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Mr. Dubey • 52.61K Points
Coach 

Q. Digital video is sequence of

(A) Pixels
(B) Matrix
(C) Frames
(D) Coordinates
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M

Mr. Dubey • 52.61K Points
Coach 

Q. Coding redundancy works on

(A) Pixels
(B) Matrix
(C) Intensity
(D) Coordinates
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M

Mr. Dubey • 52.61K Points
Coach 

Q. An Alphabet Consist Of The Letters A, B, C And D. The probability of occurrence is
p(a) = 0.4,
p(b) = 0.1,
p(c) = 0.2
and p(d) = 0.3.
The huffman code is

(A) A = 0 , B = 11 , C = 10 , D = 111
(B) A = 0 , B = 111 , C = 110 , D = 10
(C) A = 01 , B = 111 , C = 110 , D = 10
(D) A = 0 , B = 111 , C = 11 , D = 101
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Mr. Dubey • 52.61K Points
Coach 

Q. The basic idea behind huffman coding is to

(A) Compress data by using more bits to encode more frequently occurring characters
(B) Compress data by using fewer bits to encode more frequently occurring characters
(C) Expand data by using fewer bits to encode more frequently occurring characters
(D) Compress data by using fewer bits to encode fewer frequently occurring characters
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