
Originally Posted by
mccumcumber
Have you heard of weighted percents? It's very simple math so it shouldn't be too hard to explain.
Lets take a basic class as an example.
You have a paper worth 30% of your grade, a final worth 50% and a midterm worth 20%.
You get 100/100 on your paper, a 70/100 and a 80/100 on your midterm.
Without using weighted averages you would add up 100+70+80= 250 and divide by 3 = 83.3. This is wrong. What you should do is:
100*.30 (30 percent)=30, 70*.50 (50 percent)= 35, and 80*.20(20 percent) = 16. 30+35+16= 81.
Now, lets apply this to NPK raitios, you have:
Bloom(least amount)4ml, 0-5-4
Grow(least amount)4ml, 1-1-6
Micro(least amount)4ml, 4-0-0
B52(least amount)2ml, 2-1-4
This is relatively easy since almost everything is the same amount. You have 14ml total. So, to find percentages you need to divide the amount of you nutes by 14. Your two different amounts are 4 and 2, so this is relatively easy.
4/14 ~ 28.5%
2/14 ~ 14.5% (the decimals go on forever so I just rounded)
Now, you multiply your values by their respective percentages, in this case, .285 gets multiplied by bloom grow and micro, and .145 gets multiplied by b-52.
0-5-4 * .285 = 0-1.425-1.14
1-1-6 * .285 = .285-.285-1.71
4-0-0 * .285 = 1.14-0-0
2-1-4 * .145 = 0.29-.145-.58
Now, add up all the values.
N = .285 + 1.14 + .29 = 1.715
P = 1.425 + .285 + .145 = 1.855
K = 1.14 + 1.71 + .58 = 3.43
So, at 14ml your NPK ratio is 1.715-1.855-3.43, or rounding you get 1.7-1.8-3.4
Basically the way you did it was correct, I just wanted you to know why.
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