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Find possible local extreme points

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Reference no: EM131566952

Question: A function f is given by the formula

f(x) = (1 + (2/x))√(x + 6)

(a) Find the domain of f and the intervals where f (x) is positive.

(b) Find possible local extreme points.

(c) Examine f (x) as x → 0-, x → 0+, and x → ∞. Also determine the limit of f(x) as x → ∞. Does f have a maximum or a minimum in the domain?

Reference no: EM131566952

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