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Hello,
I'm slowly losing my mind over this issue. Say you have the following equation:
F% = a%.g%.h%
Both F and h are known empirically, and a and g can be estimated. Is there a way of calculating what the min/max values are of the a and g variables, if for example we calculate the F value based in the estimated a.g and observed h, which produces F(calculated) and comparing back to F(observed).
I've gotten as far as working out what the proportionality of a and g are:
y(a+x) =g.x with y being the decrease in g and x the increase in a, but can't seem to get any further.
Any help, or pointers in the right direction will be greatly appreciated. Apologies for any incorrect terminology, as you may guess, I'm not a mathematician by trade.
Couldbeanything ( talk) 15:06, 27 February 2020 (UTC)
Mathematics desk | ||
---|---|---|
< February 26 | << Jan | February | Mar >> | Current desk > |
Welcome to the Wikipedia Mathematics Reference Desk Archives |
---|
The page you are currently viewing is a transcluded archive page. While you can leave answers for any questions shown below, please ask new questions on one of the current reference desk pages. |
Hello,
I'm slowly losing my mind over this issue. Say you have the following equation:
F% = a%.g%.h%
Both F and h are known empirically, and a and g can be estimated. Is there a way of calculating what the min/max values are of the a and g variables, if for example we calculate the F value based in the estimated a.g and observed h, which produces F(calculated) and comparing back to F(observed).
I've gotten as far as working out what the proportionality of a and g are:
y(a+x) =g.x with y being the decrease in g and x the increase in a, but can't seem to get any further.
Any help, or pointers in the right direction will be greatly appreciated. Apologies for any incorrect terminology, as you may guess, I'm not a mathematician by trade.
Couldbeanything ( talk) 15:06, 27 February 2020 (UTC)