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MCQs on Image Degradation and Restoration

Total questions: 40

Worksheet time: 20mins

Name
Class
Date
1.

What does the image degradation process typically involve?

a)

Blur and noise

b)

Contrast enhancement

c)

Image segmentation

d)

Edge detection

2.

Which of the following is NOT a type of noise in images?

a)

Gaussian noise

b)

Salt and pepper noise

c)

Speckle noise

d)

Gradient noise

3.

Which domain is commonly used for periodic noise reduction?

a)

Time domain

b)

Spatial domain

c)

Frequency domain

d)

Color domain

4.

What is the purpose of Wiener filtering?

a)

Sharpen the image

b)

Reduce salt noise

c)

Restore image in presence of noise

d)

Segment the image

5.

What is the key assumption in inverse filtering?

a)

Known noise model

b)

Known degradation function

c)

Constant image intensity

d)

Zero padding

6.

Which of the following noise models is characterized by random occurrences of black and white pixels?

a)

Gaussian noise

b)

Rayleigh noise

c)

Salt and pepper noise

d)

Poisson noise

7.

What does the degradation model H(u,v) represent in frequency domain?

a)

Blur kernel

b)

Degradation function

c)

Noise function

d)

Edge function

8.

Which filter works better in the presence of additive noise?

a)

Mean filter

b)

Inverse filter

c)

Wiener filter

d)

Laplacian filter

9.

What is the main drawback of inverse filtering?

a)

Too expensive

b)

Sensitive to noise

c)

Hard to implement

d)

Color distortion

10.

Which filtering technique is used in spatial domain restoration?

a)

Inverse filtering

b)

Butterworth filtering

c)

Mean filtering

d)

Wiener filtering

11.

Which function models the noise statistically in Wiener filtering?

a)

Histogram

b)

Autocorrelation

c)

Power spectrum

d)

Noise power spectrum

12.

What does a degradation function model in image processing?

a)

Lighting variations

b)

Color spectrum

c)

Blurring process

d)

Histogram changes

13.

Median filter is effective in removing which type of noise?

a)

Gaussian

b)

Speckle

c)

Salt and pepper

d)

Poisson

14.

In frequency domain, periodic noise appears as:

a)

Blur

b)

Isolated dots

c)

Ripples

d)

Dark bands

15.

Why can't inverse filtering always recover the original image?

a)

Noise is random

b)

Edges are lost

c)

H(u,v) may be zero

d)

Colors distort

16.

Which of these is a linear spatial filter?

a)

Median filter

b)

Mean filter

c)

Geometric mean filter

d)

Wiener filter

17.

Wiener filtering minimizes the:

a)

Blur

b)

Noise

c)

Mean squared error

d)

Sharpening effect

18.

In the restoration model g(x,y) = h(x,y)*f(x,y) + η(x,y), η represents:

a)

Filter

b)

Noise

c)

Image

d)

Convolution

19.

What is the frequency response of a degradation model used for?

a)

Color correction

b)

Noise estimation

c)

Restoration filtering

d)

Histogram stretching

20.

A filter that preserves edges while reducing noise is:

a)

Average filter

b)

Median filter

c)

Gaussian filter

d)

Inverse filter

21.

What does spatial filtering operate on?

a)

Image pixels

b)

Image frequency

c)

Color model

d)

Image metadata

22.

What is the ideal restoration filter if noise is absent?

a)

Wiener

b)

Median

c)

Inverse

d)

Low-pass

23.

Periodic noise reduction in frequency domain uses:

a)

Low-pass filter

b)

Band-reject filter

c)

Histogram equalization

d)

Edge detector

24.

Speckle noise is commonly found in:

a)

Satellite images

b)

MRI images

c)

Text documents

d)

Barcodes

25.

Which is a non-linear filter?

a)

Gaussian

b)

Median

c)

Wiener

d)

Inverse

26.

Noise power is assumed to be:

a)

Infinite

b)

Constant

c)

Zero

d)

Random

27.

Inverse filtering fails when:

a)

H(u,v) = 0

b)

Image is noisy

c)

Color is saturated

d)

Edges are weak

28.

Gaussian noise follows which distribution?

a)

Uniform

b)

Normal

c)

Poisson

d)

Rayleigh

29.

Which technique estimates the degradation function?

a)

Blind deconvolution

b)

Inverse filtering

c)

Wiener filtering

d)

Histogram equalization

30.

The model g(x,y) = f(x,y) + η(x,y) assumes:

a)

No degradation

b)

Noise only

c)

Convolution

d)

Edge detection

31.

Degradation is usually modeled as:

a)

Addition

b)

Subtraction

c)

Convolution

d)

Multiplication

32.

Which of the following is used to analyze noise in frequency domain?

a)

Histogram

b)

DFT

c)

Bit plane slicing

d)

JPEG compression

33.

Wiener filter requires knowledge of:

a)

Only image

b)

Only noise

c)

Image and noise statistics

d)

Only blur

34.

A Butterworth filter is used in:

a)

Spatial smoothing

b)

Frequency domain restoration

c)

Color balancing

d)

Edge enhancement

35.

The output of inverse filter is sensitive to:

a)

Blur

b)

Degradation model

c)

Noise

d)

Resolution

36.

Which is not an effect of noise?

a)

Loss of detail

b)

Increased contrast

c)

Graininess

d)

Pixel variation

37.

Which filter combines image and noise power?

a)

Mean filter

b)

Gaussian filter

c)

Wiener filter

d)

Inverse filter

38.

A point spread function describes:

a)

Color distribution

b)

Blur characteristics

c)

Noise intensity

d)

Histogram shape

39.

An ideal low-pass filter in frequency domain can cause:

a)

Ringing

b)

Blurring

c)

Edge enhancement

d)

Noise increase

40.

Histogram equalization is primarily used for:

a)

Noise removal

b)

Restoration

c)

Enhancement

d)

Compression