Use the graph of f(x) at right to determine the following values: a. f(1) b. f(-6) c. f(0) d. f(-3)
Understand the Problem
The question is asking to determine the values of the function f(x) at specific points (1, 0, -6, and -3) using the provided graph of the function. This involves reading the corresponding y-values from the graph for the given x-values.
Answer
- $f(1) = 2$ - $f(0) = -2$ - $f(-3) = 1$ - $f(-6) = 0$
Answer for screen readers
- $f(1) = 2$
- $f(0) = -2$
- $f(-3) = 1$
- $f(-6) = 0$
Steps to Solve
-
Find $f(1)$ Locate the x-value of 1 on the graph and trace vertically to determine the corresponding y-value.
-
Find $f(0)$ Locate the x-value of 0 on the graph and trace vertically to find the y-value at this point.
-
Find $f(-3)$ Locate the x-value of -3 on the graph and trace vertically down to determine the corresponding y-value.
-
Find $f(-6)$ Locate the x-value of -6 on the graph and trace vertically to find the associated y-value.
- $f(1) = 2$
- $f(0) = -2$
- $f(-3) = 1$
- $f(-6) = 0$
More Information
The values are derived from reading the graph at specified points. Each of these y-values corresponds directly to the position of the points on the vertical axis when the specific x-values are traced.
Tips
- Misreading the graph: Ensure you accurately trace the x-value to get the corresponding y-value.
- Mixing up coordinates: Try not to confuse x-values and y-values when recording results.
AI-generated content may contain errors. Please verify critical information
