Question

Find the limit of the function shown below (a) as x → ∞ and (b) as x → - ∞

Answer 1

Explanation:

`\lim_(x \to \infty) (3-(2)/(x) )/(4+(√(2))/(x^2))= \lim_(x \to \infty) (3-0)/(4+0)=(3)/(4)(-).`

`\lim_(x \to- \infty) (3-(2)/(x))/(4+(√(2))/(x^2))= \lim_(x \to- \infty)(3-0)/(4+0)=(3)/(4)(+).`

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