what is the range of the absolute value function below?\n$f(x) \\geq -4$\n$f(x) \\geq -1$\n$f(x) \\leq…
what is the range of the absolute value function below?\n$f(x) \\geq -4$\n$f(x) \\geq -1$\n$f(x) \\leq 1$\n$f(x) \\leq 4$
Answer
Explanation:
Step1: Identify the vertex of the graph
The vertex (highest point) of the absolute value graph is at $(4, 1)$.
Step2: Determine the range direction
The graph opens downward, so all $y$-values are less than or equal to the $y$-coordinate of the vertex.
Answer:
f(x) ≤ 1