- #1
amcavoy
- 665
- 0
I know in 2-dimensions, the x coordinate is represented by
[tex]x=v_{0}\cos{(\theta)}t,[/tex]
and the y coodinate is represented by
[tex]y=-\frac{1}{2}gt^2+v_{0}\sin{(\theta)}t+h.[/tex]
How would you calculuate the z coordinate if it was rotating around the y axis? For example; a sprinkler.
Thanks for your help.
[tex]x=v_{0}\cos{(\theta)}t,[/tex]
and the y coodinate is represented by
[tex]y=-\frac{1}{2}gt^2+v_{0}\sin{(\theta)}t+h.[/tex]
How would you calculuate the z coordinate if it was rotating around the y axis? For example; a sprinkler.
Thanks for your help.