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I am trying to create an equation to use in a computer program. The aim is to find the value of Z, if the values of X and Y are known.
The Z value is going to be used to order some data, so the range does not matter.
I would like Z to increase as X and the result of the Y EQUATION increase.
The Y EQUATION needs to be able to be able to fit the following:
- When Y is between 30 and 40, the result of the Y EQUATION needs to be at its highest.
- When Y is at 1, the result of the Y EQUATION needs to be roughly a quater of its highest possible value.
- When Y is at 200, the result of the Y EQUATION needs to be roughly a quater of its highest possible value.
- No result of the Y EQUATION should be less than or equal to 0 when Y is greater than 0
Any help would be a godsend.
Paul
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I am trying to create an equation to use in a computer program. The aim is to find the value of Z, if the values of X and Y are known.
The Z value is going to be used to order some data, so the range does not matter.
I would like Z to increase as X and the result of the Y EQUATION increase.
The Y EQUATION needs to be able to be able to fit the following:
- When Y is between 30 and 40, the result of the Y EQUATION needs to be at its highest.
- When Y is at 1, the result of the Y EQUATION needs to be roughly a quater of its highest possible value.
- When Y is at 200, the result of the Y EQUATION needs to be roughly a quater of its highest possible value.
- No result of the Y EQUATION should be less than or equal to 0 when Y is greater than 0Any help would be a godsend.
Paul
I am assuming that you mean that "When X is between 30 and 40, Y needs to be at a its highest" and so forth?
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I got an equation for you that is fairly decent.
You might want to tweek it up a little.
y = -.99 + 1.35 ^ (1/(1 + (2.6 - x^0.25)^2))
Oops, the max is in the forties for that one.
Try this one instead.
y = -.99 + 2.55 ^ (1/(1 + (2.43 - (x+1)^0.25)^2))
Last edited by John E. Franklin (2007-04-11 16:21:05)
igloo myrtilles fourmis
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