Question 1

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 2

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 3

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 4

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 5

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 6

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 7

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 8

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 9

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Question 10

State the end behavior. $f\left(x\right)=\frac{4\left(2x-3\right)\left(x+3\right)}{4x^2-9}$

Accepted Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

Answer

$\lim_{x o\infty}f\left(x
ight)=2\ \ \lim_{x o-\infty}f\left(x
ight)=2$

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