Justify/Contradict the following statements:-
1(a)
If the energy of the signal is finite its power is zero.
5 M
1(b)
Laplacian is better than gradient for detection of edges.
5 M
1(c)
Walsh transform is nothing but sequence ordered Hadamard transform matrix.
5 M
1(d)
All image compression technique are invertible.
5 M
2(a)
Find the following sequence are periodic or not. If yes find the fundamental time period.
i)x1(n)=ej(?/4)n
ii) x2(n)= 3 sin(1/8)n
i)x1(n)=ej(?/4)n
ii) x2(n)= 3 sin(1/8)n
10 M
2(b)
Obtain linear convolution of two discrete time signals as below
x(n)=u(n)
h(n)=anu(n), a<1
Show that:
x(n)=u(n)
h(n)=anu(n), a<1
Show that:
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10 M
3(a)
Find the cross correlation between given signal.
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5 M
3(b)
Find z-transformation of x(n) and draw its ROC
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10 M
3(c)
Determine auto-correlation of following signal
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5 M
4(a)
Using 4 point FET algorithm, calculate 2-D DFT of
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10 M
4(b)
Write 8x8 Hadamard transform matrix and its single flow graph. Using butterfly diagram compute Hadamard Transform for x(n)={1,2,3,4,1,2,1,2}
10 M
5(a)
Peform Histogram Equalization and draw new equalised histogram of the following imagedata.
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10 M
5(b)
What is image segmentation? Explain the following methods of image segmentation.
i) Region Growing
ii) Region Splitting
iii) Thresholding
i) Region Growing
ii) Region Splitting
iii) Thresholding
10 M
6(a)
What are the different types of redundancies in digital image? Explain in detail.
10 M
6(b)
For the 3 bit 4*4 size image perform following operation.
i) Threshold T=4
ii) Intensity level slicing with background r1=2 and r2=5
iii) Bit plane slicing for MSB and LSB planes
iv) Negation
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i) Threshold T=4
ii) Intensity level slicing with background r1=2 and r2=5
iii) Bit plane slicing for MSB and LSB planes
iv) Negation
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10 M
Write short notes on (any four):-
7(a)
Discrete Cosine Transform
5 M
7(b)
Wiener Filter
5 M
7(c)
Difference between Low Pass and Median filter.
5 M
7(d)
Hough Transform
5 M
7(e)
Homomorphic filter
5 M
7(f)
4,8,m connectivity of image pixels
5 M
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