Say I have a 7 9 5 fertilizer, if I use twice as much, is that like using a 14 18 10 fertilizer?
I have a liquid fertilizer with instructions that call for using twice as much for plant growth, as opposed to just maintenance feeding.
Look at it like you would look at sugar cubes.
7 cubes of table sugar, 9 cubes of brown sugar, 5 cubes of corn syrup. Put them all in one cup, you now have a regular concentration.
If you put twice as much cubes in
one cup, it'll double the concentration*.
If you prepare two cups with the original 7-9-5 recipe, you'll have two cups at the regular concentration.
*Of course, if you add 21 sugar cubes weighing one gram each, to a 100 gram cup of water, you'll end up with 121 grams. This means your water concentration in total is 100/121*100%=82.64% and your sugar concentration is 100-82.64=17.36%. And if you'd double the amount of cubes you'd have 42 grams of sugar in 100 grams of water, giving you 142 grams in total. This means your water concentration in total is 100/142*100%=70.42 and your sugar concentration is 100-70.42= 29.58%.. Which isn't actually 2 x 17.36 but it's "close enough" for most nutrient solutions.
In more plain language: add one cup of fertilizer to one cup of water, and you'll have two cups of fluid in total. Add two cups of fertilizer to one cup of water, and you'll have three cups of fluid, but not
exactly double the concentration because there's simply just more fluid.
Here in Europe, NPK values are based on percentual weight of the entire nutrient molecule calculated from the weight of the total solution.
Since the US uses entirely different standards that don't make sense to me at all, I can't really say how the math works because that too doesn't make sense to me.
I do however recommend to feed more often instead of higher dosages. A steady supply of regular doses is less harmful than a shock approach of high dosage.