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Execute one of the operations that you are counting

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Reference no: EM131819568

Please show me an example of a program that contains an algorithm whose Big-Θ is exponential.

Clearly explain what n represents in your program. Make some assumption about how long it would take to execute one of the operations that you are counting. Determine how large n would have to be so that the time required would exceed a million years. Is there a more efficient algorithm that will solve the same problem? If so, describe it.

Reference no: EM131819568

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