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CS502 ALL Current Mid Term Papers Spring 2015 & Past Mid Term Papers at One Place from 20 June 2015 ~ 01 July 2015
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its moaz subjective file
Hello friends aj kisi ka b nai tha paper?
boht boht thank you
mera kal CS502 ka paper hai yaaaar. agr aj kisi ka tha tu plz share. plz
1). Consider three numbers with comparison based sortig algorithim and write possible combination in a1,a2,a3 .Marks 2
2)How to construct of optimal solution. (chap#6) .Marks 2
3) Define 0/1 Knapsack Problem. (chap#6) Marks 3
5)The Iteration Method for Solving Recurrence Relations, Marks 5
6)question from Average case Analysis of Quicksort [chap#4] Marks
Cs502 current paper
80 % mcqs from moaaz file
Heap property ka ik question tha. 2mark
How can we find optimization of 0/1 Knapsack? 3 marks
Write pseudo code for 0/1 knap sack algorithm developed using dynamic programming techniques. (5 marks
One question about chain matrix multiplication tables complete karna tha. 5 marks
koi or bi paper share kr dya..
How to construct of optimal solution is ka answer kya hoga
CS502 Solved past papers MCQS and Subjective
overall paper was easy.. prepare well the knapsap algorithm.
Q:Write pseudo code for 0/1 knap sack algorithm developed using dynamic programming techniques.(5)
Q:what is the effect of calling max-heapify[A, i] > something like [A]/2?(5)
Q:what is the optimal solution for knapsap algorithm?(3)
Q:a)what does dynamic programming have in common with divide and conquer?(1)
b)what is the principle difference between the two techniques.(2)
Q:related from knapsap..and at the end it was..can we increase it's efficiency?(2)
Q:it was from in linear sorting..counting sort..what is the used technique..i think the answer was radix sort..
That's all what i remembered.. And All the Best..!
Paper of 23rd June at 1230
most MCQs from moaiz file
Q21. Worst and average case for quick sort?(2)
Q22. How we can build cost table for chain matrix?(2)
Q23. What is the optimal solution for knapsap algorithm?(3)
Q24. dont remember
Q25. Chain Marix and K table were given We have to fill the last column of chain matrix and K table?(5)
Q26.How we can improve the performance of quick sort?