- #1
Wes Turner
- 66
- 14
I have a long thin shape (rope, bar). The color of the shape changes smoothly from red (RGB=255 0 0) at one end to yellow (RGB=255 255 0) at the other. I need an equation that will allow me to adjust the G value from 0 to 255 in a way that I can choose where on the shape it has the value 127.5 (equal parts red and yellow, RGB = 255 128 0), if the 127.5 is rounded.
The linear equation y = 255x + 0 places that point at the midpoint (0.5) of the shape. The rounded values at 0.1 intervals are:
I would like an equation that will enable me to place the G=127.5 value anywhere on that shape from 0.0 to 1.0. I'm not sure if a quadratic equation is the best choice or some type of exponential. For the quadratic, I would have three points ((0.0), (k,127.5), (1,255)) and could solve 3 equations in 3 unknowns.
Is there a better way?
Thanks
The linear equation y = 255x + 0 places that point at the midpoint (0.5) of the shape. The rounded values at 0.1 intervals are:
I would like an equation that will enable me to place the G=127.5 value anywhere on that shape from 0.0 to 1.0. I'm not sure if a quadratic equation is the best choice or some type of exponential. For the quadratic, I would have three points ((0.0), (k,127.5), (1,255)) and could solve 3 equations in 3 unknowns.
Is there a better way?
Thanks