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| Q. |
What will be the auxiliary space complexity of dynamic programming solution of set partition problem(sum=sum of set elements)? |
| A. | o(n log n) |
| B. | o(n2) |
| C. | o(2n) |
| D. | o(sum*n) |
| Answer» D. o(sum*n) | |
| Explanation: the auxiliary space complexity of set partition problem is required in order to store the partition table. it takes up a space of n*sum, so its auxiliary space requirement becomes o(n*sum). | |
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