Use the following to answer questions : $Use the following to answer questions : (Gridlines are spaced one unit apart.) -Determine the interval(s) where f(x) is increasing, decreasing, or constant. A) f(x) \uarr : x \in (-3, 3); f(x) \downarrow : x \in (-?, -3) \cup (3, ?); Constant: none B) f(x) \uarr : x \in (-?, -3) \cup (3, ?); f(x) \downarrow : x \in (-3, 3); Constant: none C) f(x) \uarr : x \in (-4, 2); f(x) \downarrow : x \in (-?, -4) \cup (2, ?); Constant: none D) f(x) \uarr : x \in (-?, -4) \cup (2, ?); f(x) \downarrow : x \in (-4, 2); Constant: none$ $Use the following to answer questions : (Gridlines are spaced one unit apart.) -Determine the interval(s) where f(x) is increasing, decreasing, or constant. A) f(x) \uarr : x \in (-3, 3); f(x) \downarrow : x \in (-?, -3) \cup (3, ?); Constant: none B) f(x) \uarr : x \in (-?, -3) \cup (3, ?); f(x) \downarrow : x \in (-3, 3); Constant: none C) f(x) \uarr : x \in (-4, 2); f(x) \downarrow : x \in (-?, -4) \cup (2, ?); Constant: none D) f(x) \uarr : x \in (-?, -4) \cup (2, ?); f(x) \downarrow : x \in (-4, 2); Constant: none$ (Gridlines are spaced one unit apart.)
-Determine the interval(s) where f(x) is increasing, decreasing, or constant.
A) f(x)

\uarr

: x

\in

(-3, 3); f(x)

\downarrow

: x

\in

(-?, -3)

\cup

(3, ?);
Constant: none
B) f(x)

\uarr

: x

\in

(-?, -3)

\cup

(3, ?); f(x)

\downarrow

: x

\in

(-3, 3);
Constant: none
C) f(x)

\uarr

: x

\in

(-4, 2); f(x)

\downarrow

: x

\in

(-?, -4)

\cup

(2, ?);
Constant: none
D) f(x)

\uarr

: x

\in

(-?, -4)

\cup

(2, ?); f(x)

\downarrow

: x

\in

(-4, 2);
Constant: none

Write the Equation in Factored Form to Find the Center

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