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What is the tightest upper bound in terms of Big-O for the following function? Explain. f(x) = (log 2 (x 5 +x 3 +2))x +

What is the tightest upper bound in terms of Big-O for the following function? Explain.

f(x) = (log₂(x⁵+x³+2))x + 71 * (sqrt(x-17)) * (x-12)

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