Graph shows a sinusoidal function plotted on a coordinate plane. A curve enters quadrant 3 at (minus 2pi, minus 3.5) and goes through (0, minus 0.5) and (2pi, minus 3.5).
graph
Here is a description of the graph:
- The graph represents a sinusoidal function plotted on a coordinate plane.
- The curve of the function enters quadrant 3 at the point (-2π, -3.5).
- The curve passes through the point (0, -0.5), which is the minimum point of the function.
- The curve continues and crosses the x-axis again at the point (2π, -3.5).
- Since the y-coordinate of (-2π, -3.5) and (2π, -3.5) are the same, the graph is symmetric about the x-axis.
- The amplitude of the function is approximately 3, as the maximum value (peak) is around -0.5 and the minimum value (trough) is around -3.5.
- The period of the function is 4π, as the distance between two consecutive peaks (or troughs) is 4π units.