The graph of $f(x)=10 \cos(2x)$ is illustrated below in a window $-\pi \le x \le 2\pi$ and $-15 \le y \le 15$. The graph uses a 400x200 grid of computer pixels.
Fill in a diagram of what you have and what you need. Draw and label arrows for the functions you have or will write.
x | y |
---|---|
x-people | y-people |
x-computer | y-computer |
Develop xctxp
, the function that changes x-computer to x-people.
Do the same for the y-coordinates. Draw your number line vertical. (The y-axis is vertical!)
Find the width of each quadrant. Do not be afraid of fractions!
Animate a red dot moving along the graph of the function $y=f(x)$. Have the motion repeat when the dot reaches the right side of the window.
You do not need to show the graph of the function.