135 fertilizer cases — 10 g/m² of N needs 21.74 g/m² of urea
Every pairing of 15 fertilizers and 9 plot sizes, worked out as the amount to spread. Nutrient and fertilizer are not the same quantity — the analysis on the bag sets the ratio between them, and only dividing the nutrient you need by that content gives the weight to spread. With a compound, matching one nutrient fixes the other two as well.
Divide by the content, never multiply
Urea is only 46% nitrogen, so putting 10 g of N down means spreading 10 ÷ 0.46 = 21.74 g of urea. Multiply instead and you get 4.6 g, a number that looks plausible enough to pass unnoticed. Whenever the content is below 100%, the fertilizer weight is always larger than the nutrient weight — that is the fastest check that you have the division the right way round.
With a compound, one match fixes the other two
Matching 10 g/m² of N with a 21-17-17 puts the fertilizer at 47.62 g/m², and those 47.62 g carry 8.1 g of P₂O₅ and 8.1 g of K₂O with them. You do not get to choose: once the fertilizer weight is fixed, the other two are dragged along in proportion to their content. That is why one compound bag rarely hits all three targets. The order of work is to match one, then top up or accept the surplus with straight fertilizers.
P₂O₅ and P are not the same number
The second and third numbers on the bag are oxide weights, not elements: P₂O₅ and K₂O. Soil reports and some references use the elements P and K instead, so the same field can show figures that differ by more than a factor of two. The factors are fixed molecular-weight ratios — P = P₂O₅ × 0.436 and K = K₂O × 0.830. Nitrogen is already stated as the element, so nothing changes there. Check which notation your target is written in first: with the wrong one, the division is right and the answer is still twice off.
Read the content off the bag, not from a table
The 15 fertilizers here are the ones whose stated analysis is widely settled — urea at 46% is the nitrogen fraction of CO(NH₂)₂ by weight, printed the same way on bags anywhere. Poultry manure, compost and other organics are different: nitrogen swings from about 1% to 4% with drying and maturity, and single superphosphate is labelled 16% in some markets and 20% in others. Those were deliberately left out, because an invented content looks plausible and nobody catches it. Read the three numbers off your bag and put them through the same division; the arithmetic does not change.
At a glance
Fertilizer to spread
UreaContent 46-0-0
Ammonium sulfateContent 21-0-0
Ammonium nitrateContent 34-0-0
Calcium nitrateContent 15.5-0-0
Diammonium phosphate DAPContent 18-46-0
Monoammonium phosphate MAPContent 11-52-0
Triple superphosphate TSPContent 0-46-0
Potassium chloride MOPContent 0-0-60
Potassium sulfate SOPContent 0-0-50
Potassium nitrateContent 13-0-46
Monopotassium phosphate MKPContent 0-52-34
Compound NPK 21-17-17Content 21-17-17
Compound NPK 17-21-17Content 17-21-17
Compound NPK 20-20-20Content 20-20-20
Compound NPK 10-10-10Content 10-10-10
Worth knowing
- Fertilizer to spread = nutrient needed ÷ (content ÷ 100). It is a division, never a multiplication.
- Nutrient needed = area × target rate, so twice the area means twice the fertilizer.
- A fertilizer with half the content takes twice as much for the same nutrient — inverse proportion.
- With a compound, matching one nutrient drags the other two in at their content ratio.
Common questions
Q. How much urea puts down 10 g of nitrogen?
21.74 g. Urea is 46% nitrogen, so you divide: 10 ÷ 0.46. Spread 10 g of urea and only 4.6 g of nitrogen actually goes in — treating the nutrient weight and the fertilizer weight as one number is the commonest mistake here.
Q. Is the second number on the bag P or P₂O₅?
P₂O₅. The third is K₂O, not K. If your soil report is written in elements, convert with P = P₂O₅ × 0.436 and K = K₂O × 0.830 before comparing. Only nitrogen uses the same notation on both sides.
Q. What target rate should I use?
That is not a number this chart can give you. The crop and the soil test set it, and even the same crop shifts with what the previous one left behind. What this chart does is take that target and divide it by the content on the bag to get the weight to spread.