Question: Consider two programs, A and B. Program A requires 1000 * n^2 (1000 multiplied by n to the power of 2) operations, and Program B

Consider two programs, A and B. Program A requires 1000 * n^2 (1000 multiplied by n to the power of 2) operations, and Program B requires 2^n (2 to the power of n) operations. For which values of n will Program A execute faster than Program B?

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