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A and B are analyzed and found to have worstcase running times no greater than 150 n log2(n) and n2 respectively. Answer the following questions,
A and B are analyzed and found to have worstcase running times no greater than 150 n log2(n) and n2 respectively. Answer the following questions, if possible: a. Which program has the better guarantee on the running time, for large values of n (n>10000)? b. Which program has better guarantee on the running time, for small values of n (n < 100)? c. Which program will run faster on average for n =1000?
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