Let the function f(x)=x/3+3/x+3, x≠0 increasing in (-∞,α1)U(α2,∞) and decreasing in (α3,α4)U(α4,α5)

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Let the function f(x) = x/3+3/x+3,x≠0 be strictly increasing in (-∞,α1) U (α 2,∞) and strictly.. Let the function f(x) = x/3+3/x+3,x≠0 be strictly increasing in (-∞,α1) U (α 2,∞) and strictly..
Q) Let the function 𝑓(𝑥)=𝑥/3+3/𝑥+3,𝑥≠0 be strictly increasing in (−∞,𝛼_1 )∪(𝛼_2,∞) and strictly Q) Let the function 𝑓(𝑥)=𝑥/3+3/𝑥+3,𝑥≠0 be strictly increasing in (−∞,𝛼_1 )∪(𝛼_2,∞) and strictly
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