What is the definition of graphing sine?

Graphing sine refers to the process of plotting the values of the sine function, which is a periodic trigonometric function defined as (y = \sin(x)). The graph typically oscillates between -1 and 1, with a period of (2\pi), meaning it repeats every (2\pi) units along the x-axis. The sine curve starts at the origin (0,0), rises to a maximum of 1 at (\frac{\pi}{2}), returns to 0 at (\pi), falls to a minimum of -1 at (\frac{3\pi}{2}), and completes the cycle back at 0 at (2\pi). This wave-like pattern continues indefinitely in both directions.