what is the domain of the function shown on the graph?\na. $-10 < x < 2$\nb. $x \\le 1$\nc. $x \\le 2$\nd…
what is the domain of the function shown on the graph?\na. $-10 < x < 2$\nb. $x \\le 1$\nc. $x \\le 2$\nd. $-\\infty < x < \\infty$
Answer
Explanation:
Step1: Identify domain definition
The domain represents all possible $x$-values for which the function is defined.
Step2: Analyze the left side
The graph has an arrow pointing left, indicating it extends to $-\infty$.
Step3: Analyze the right side
The graph has an arrow pointing down at $x = 2$, suggesting a vertical asymptote.
Step4: Determine the boundary
The function exists for all $x$ values strictly less than $2$. $$x < 2$$
Answer:
C. $x < 2$