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Use the Following to Answer Questions : (Gridlines \in

Question 31

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Use the following to answer questions :  Use the following to answer questions :     (Gridlines are spaced one unit apart.)  -Determine the interval(s)  where the function is greater than or equal to zero or less than or equal to zero. A)  f(x)  ? 0: x  \in  [0, -1]; f(x)   \le  0: x  \in  (-?, 0]  \cup   [-1, 2] B)  f(x)  ? 0: x  \in  (-?, 0]  \cup   [-1, 2]; f(x)   \le  0: x  \in  [0, -1] C)  f(x)  ? 0: x  \in  [-5, 1]; f(x)   \le  0: x  \in  (-?, -5]  \cup   [1, 5] D)  f(x)  ? 0: x  \in  (-?, -5]  \cup   [1, 5]; f(x)   \le  0: x  \in  [-5, 1]  Use the following to answer questions :     (Gridlines are spaced one unit apart.)  -Determine the interval(s)  where the function is greater than or equal to zero or less than or equal to zero. A)  f(x)  ? 0: x  \in  [0, -1]; f(x)   \le  0: x  \in  (-?, 0]  \cup   [-1, 2] B)  f(x)  ? 0: x  \in  (-?, 0]  \cup   [-1, 2]; f(x)   \le  0: x  \in  [0, -1] C)  f(x)  ? 0: x  \in  [-5, 1]; f(x)   \le  0: x  \in  (-?, -5]  \cup   [1, 5] D)  f(x)  ? 0: x  \in  (-?, -5]  \cup   [1, 5]; f(x)   \le  0: x  \in  [-5, 1] (Gridlines are spaced one unit apart.)
-Determine the interval(s) where the function is greater than or equal to zero or less than or equal to zero.


A) f(x) ? 0: x \in [0, -1]; f(x) \le 0: x \in (-?, 0] \cup [-1, 2]
B) f(x) ? 0: x \in (-?, 0] \cup [-1, 2]; f(x) \le 0: x \in [0, -1]
C) f(x) ? 0: x \in [-5, 1]; f(x) \le 0: x \in (-?, -5] \cup [1, 5]
D) f(x) ? 0: x \in (-?, -5] \cup [1, 5]; f(x) \le 0: x \in [-5, 1]

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