Questions: The function is square on the interval -∞<x<2. There is a square at -32. There is a square at -4 and at 2. The function is square on the interval 2<x<∞. : positive negative zero y-intercept

The function is square on the interval -∞<x<2. There is a square at -32.

There is a square at -4 and at 2. The function is square on the interval 2<x<∞.
: positive
negative
zero
y-intercept

Transcript text: The function is $\square$ on the interval $-\infty

Solution

Solution Steps

Step 1: Determine the behavior of the function on the interval $-\infty < x < 2$

The function is decreasing on the interval $-\infty < x < 2$.

Step 2: Identify the value at $x = -32$

There is a minimum at $x = -32$.

Step 3: Identify the zeros of the function

There is a zero at $x = -4$ and $x = 2$.

Step 4: Determine the behavior of the function on the interval $2 < x < \infty$

The function is increasing on the interval $2 < x < \infty$.

Final Answer

The function is negative on the interval $-\infty < x < 2$. There is a minimum at $-32$. There is a zero at $-4$ and at $2$. The function is positive on the interval $2 < x < \infty$.

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