Question: 1. (10 pts) For each function f(n) (the row index in the following table) and time t (the column index in the following table), determine

1. (10 pts) For each function f(n) (the row index in

1. (10 pts) For each function f(n) (the row index in the following table) and time t (the column index in the following table), determine the largest size n (which should be an integer) of a problem that can be solved in time t, assuming that the algorithm takes f(n) milliseconds to solve an instance of a problem of size n. Fill the value n in the corresponding entry. Note that n has to be an integer. Assume that there are 30 days in a month. 1 minute 1 day 1 month 1 second 1 hour 30 log2 n n2 + 2n 2n n

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