Question: Question 3 1) Use the Master Theorem (2-version) to give tight bounds, or argue why it is not applicable a. T(n) = 4T(n/4) + n/4

Question 3 1) Use the Master Theorem (2-version) to give tight

Question 3 1) Use the Master Theorem (2-version) to give tight bounds, or argue why it is not applicable a. T(n) = 4T(n/4) + n/4 b. T(n) = 4T(n/4) + 0(1) c. T(n) - 8T(n/2)n! d. T(n)8T(n/2) +log n e. T(n)= 4T(n/2)-n 2.)Solve using iteration:T(n) -T(n-1) + 4n 3.)Solve using substitution: T(n) -2T(n-1) 4 4.) What can you say about the time complexity of an algorithm whose run-time is given by this recurrence T(n) = 4T(n) + O(log n)? 5) Which method might be most a Use it to give its solution. T(n)-Tn/4)T(3n/4) +cin

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