For relatively small values of n, algorithms with larger orders can be more efficient than algorithms with smaller orders. Suppose that when run with an input of size n, algorithm A requires 10^7n^3 operations and algorithm B requires n operations.(a) What are the orders for algorithms A and B from among the set of power functions?Algorithm A order: O(n^3)Algorithm B order: O(n)(b) For what values of n is algorithm A more efficient than algorithm B? (Enter your answer as a single inequality solv
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