## Piecewise Functions and Their Values### Given the following piecewise function:(Graph Description)This graph displays a piecewise function composed of line segments and points on a coordinate plane. The x-axis ranges from -7 to 7, and the y-axis ranges from -7 to 7. **Graph Analysis:**- The segment from \(x = -7\) to \(x = -6\) is decreasing, transitioning from the point (-7, -3) to (-6, -5).- From \(x = -6\) to \(x = -3\), the function has a decreasing linear segment, moving from (-6, -5) to (-3, -3).- The segment between \(x = -3\) and \(x = -2\) is undefined at \(x = -3\) (open circle) and defined at \(x = -2\) with the point (-2, -4).- For \(x = -2\) to \(x = 2\), the graph is a horizontal line at \(y = -4\).- From \(x = 2\) to \(x = 3\), there is a jump discontinuity; the function jumps to the point (3, -4) and moves to (3, -5) as indicated by the closed point to open point, respectively.- The segment from \(x = 3\) to \(x = 5\) is undefined at \(x = 3\) (open circle), and defined through \(x = 5\) at the point (5, -2).- Finally, there is a line segment increasing from \(x = 5\) to \(x = 6\), ending at the point (6, 5).### Exercises:Using the graph, determine the values of the function at specified points.1. **Find \(f(-4)\):**2. **Find \(f(2)\):***Note: Interpret the graph carefully, examining where the function is defined and how the segments connect.*

Name: ## Piecewise Functions and Their Values### Given the following piecew
Uploaded: 2024-03-20T06:47:22.000Z
Channel: Bartleby
Description: ## Piecewise Functions and Their Values### Given the following piecewise function:(Graph Description)This graph displays a piecewise function composed of line segments and points on a coordinate plane. The x-axis ranges from -7 to 7, and the y-axis