Algorithms
November 2, 2024Aptitude
November 4, 2024Algorithm-Paradigms
| Question 3 |
Match the following:
(P) Prim's algorithm for minimum spanning tree (i) Backtracking (Q) Floyd-Warshall algorithm for all pairs shortest paths (ii) Greedy method (R) Mergesort (iii) Dynamic programming (S) Hamiltonian circuit (iv) Divide and conquer
| P-iii, Q-ii, R-iv, S-i | |
| P-i, Q-ii, R-iv, S-iii | |
| P-ii, Q-iii, R-iv, S-i | |
| P-ii, Q-i, R-iii, S-iv |
Question 3 Explanation:
Prim’s algorithm always select minimum distance between two of its sets which is nothing but greedy method.
Floyd-warshall always changes it distance at each iteration which is nothing but dynamic programming.
Merge sort in merge sort first we always divide and merge to perform sorting hence divide and conquer.
Hamiltonian circuit used to reach the entire vertex once, if some vertex is repeating in its path it will backtrack.
Floyd-warshall always changes it distance at each iteration which is nothing but dynamic programming.
Merge sort in merge sort first we always divide and merge to perform sorting hence divide and conquer.
Hamiltonian circuit used to reach the entire vertex once, if some vertex is repeating in its path it will backtrack.
Correct Answer: C
Question 3 Explanation:
Prim’s algorithm always select minimum distance between two of its sets which is nothing but greedy method.
Floyd-warshall always changes it distance at each iteration which is nothing but dynamic programming.
Merge sort in merge sort first we always divide and merge to perform sorting hence divide and conquer.
Hamiltonian circuit used to reach the entire vertex once, if some vertex is repeating in its path it will backtrack.
Floyd-warshall always changes it distance at each iteration which is nothing but dynamic programming.
Merge sort in merge sort first we always divide and merge to perform sorting hence divide and conquer.
Hamiltonian circuit used to reach the entire vertex once, if some vertex is repeating in its path it will backtrack.
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