Question: Exercise 1 (15 points) Consider two algorithms A, and A, that have the running times Ti(n) and T2(n), respectively. T1(n) = Ti(n) = 100n+100n and

 Exercise 1 (15 points) Consider two algorithms A, and A, that

Exercise 1 (15 points) Consider two algorithms A, and A, that have the running times Ti(n) and T2(n), respectively. T1(n) = Ti(n) = 100n+100n and T2(n) = 0.1n2 + 0.1n a) (12 points) Use the definition of O() to show that Ti(n) E O(T2(n)). b) (3 points) Which algorithm should you use? Aj or Az? Justify

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