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Question: problem 2 given two algorithms to solve the same problem...

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Problem 2. Given two algorithms to solve the same problem. Analyze the running time of each algorithm and express T(n) using big-O notation. Use your analysis to draw a conclusion about which algorithm (the first or the second) is better to use to solve the problem. The problem (that algorithms solve) is this: given an integer n, print all integers that divide n evenly. Example: n 8, then program will print: 1, 2, 4, 8 (perhaps, not in this order) void doesDivideFirst int n)f 1. For( int x = 1, x <= n, x++){ //ignore these operations 2. int quotient-n/x; 3. int product quotient*x; 4. 5. 6. if(product n) cout << x<< 1) Count the total number of basic operations executed by doesDivideFirst: 2) Express the running time T(n) of doesDivideFirst using big-O notation:

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