mysteryrat
Answered

Which statement describes why x=-2 is an asymptote for the graphed function?

Af(x)→ -2 as x→ ∞
Bf(x)→ ∞ as x→ -2
Cf(x)→ -∞ as x→ -2
Df(x)→ -2 as x→ -∞

I know it's either b or c but which would it be?

Which statement describes why x=-2 is an asymptote for the graphed function? a. f(x) -2 as x b. f(x) as x -2 c. f(x) - as x -2 d. f(x) -2 as x - I know it s eit class=

Verified Answer :

meepderp

The answer is b because as y gets close to infinity x gets closer to -2

Answer:

option B

Step-by-step explanation:

x=-2 is an asymptote for the graphed function

At x=-2 we look at the behaviour of the given graph

at x=-2  the graph goes to the top it means the graph of y is positive.

The graph does not cross x=-2 , it goes close to -2

at x=-2, the value of y is positive . the graph goes to infinity

f(x) - > ∞ as x -> -2

option B is correct

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