mecom1 question paper
TRANSCRIPT
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I. Question No.1 is compulsory. ?rl~ ,;'t-7th'v"'\...~2. Attempt any Four out of remaining. 0' Cc" ~3. Assume suitable data ifnecessary and justify the ass~~~ti
4. Figures to the right indicate full marks.
6-p3-upq-Con No. File
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Q I.A.Write a function for Bubble sort and show computation of itB. Give a dynamic-programming solution to the 0-1 Knapsack
Times. where n is the number of items and W is the maximuthief can put in his knapsack.
Q2.A. Prove that Clique is NP-Complete.
B. Compute Longest common subsequence for A = 0001 101 1
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7-p3-upq'-Con No. Fill! '0 ' .'. I
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Q6.A. Find the maximum flow for the network given below.
Give the algorithm and complexity
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N.B.: (1) Question no. 1 is compulsory.
(2) Answer any four out of the remaining questions.
1. (a) Discussany two evolutionary softw~re processmodels i
(b) Explain process, project, product and software team stru
2. (a) Explainthe approach used by Software Engineering Inst
an organization's current state of processmaturity
(b) DiscussObject oriented Testing
( ) E l i h k f S f fi i M
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N.S. : (1)
(2)
(3 Hours)
Question NO.7 is compulsory.
Attempt any five question from seven questions.,
(a) Explain the TCP State Transition Diagram?
(b) Explain Nagle's Algorithm and Clark's solution?
(c) Explain how TCP handles Lost Segment and lost ack
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1. (a) Discuss the following scenarios for retrieval of a buff
i)The kernel cannot find the block on the hash
empty.
ii) The kernel finds the block on the hash queue
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C oon . 2821-88-1948-10.
(b) Define Consistent Cut and Inconsistent Cut and Strongly
determine types of the following cuts:
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N.S. (1) Question No.1 is compUlsory.
(2) Attempt any four of remaining six questions.
(3) Assume any suitable data if necessary and cle
. (a) Consider the relation R = { A, B, C, 0, E, F, G, H, I,
G := { {A, B} -> {C}, {B,D} -> {E. F}, {A,D} -> {What is the key for R? Decompose R into 2NF, then
(b) Explain all the steps for mapping an EER to an ODB
(c) How a vertical and a horizontal partitioning of a relatio
relation be put back together from a complete vertic
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4. Consider the following relations:
Customer (CusCld, CuscName, Street, City, Zip, Account (AccNo, AccType, BranchNo, Balance)
CustAccount (CusCID, AccNo, Interest)
(a) Give example of two simple queries that would be
for horizontal partitioning.
(b) Show the derived horizontal partitioning of CustA
of the Account.
(c) Write a query by which Customer may be hor
5. University database Contains information about the cours
the courses in each Semester. Each course must also ha
of students e'nrolled, Room no., Date and Time (where an
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3d).
1. (a) What is Customer Relationship Management? Expl
(b) Explain Enterprise Resource Planning in detail.
2. (a) Explain Executive Information System. in detail.
(b) Explain the Transaction Processing Cycle in detail.
3. (a) Differentiate between DSS and MIS.
(b) Explain in detail systems approach to problem solvi
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N.B. (1) Question No.1 is Compulsory.(2) Attempt any Four Questions out of remaining Six Q
(3) Assumptions made must be clearlY,stated.
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, Con. 2824-10.
N.S.: (1) Question No.1 is Compulsory.(2) Attempt any four questions from remaining six questio
(3) Assume suitable data wherever necessary and state
(a) Determine a gray scale transformation that maps the dark
black (0), The brightest 10% of Pixels to white (255), and linea'of all remaining Pixels between black and white.
(b) Show that the wiener filter does not restore the power spe
where as the geometric mean filter does when s = Y 2 ' coerrors of the two filters.
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(a) The output of a binary source is to be coded in blocks of M
outputs are independent and identically distributed with P = 095
Code for M = 1, 2, 3, 4 and calculate their efficiency.
(b) Show that the N x N Cosine transform matrix C is orthogona
case N = 4.
6. (a) Describe and differentiate point, line and edge detection. Also
segmentation.
(b) What are morphological operations? For a region explain Bou
and then region filling operation on the extracted bowndary.
7. Write short notes on the following :-
(a) Uniform and Nonuniform Sampling
(b) Translation, Scaling and Rotation
(c) Properties of OFT(d) Variable Length Coding
(e ) Image Restoration.