Plants that fit in a plot
Number of plants and seeds from the area, the spacing and a square/rectangular or triangular layout.
How it is calculated
Square/rectangular grid: plants per m² = 1 ÷ (row spacing × plant spacing). Triangular layout with spacing d between plants: rows end up d × 0.866 apart and plants per m² = 1 ÷ (0.866 × d²) = 1.155 ÷ d², 15.5 % more than a square grid of side d. Plants = area × plants per m², rounded down.
Example. 100 m² of potatoes at 0.75 × 0.30 m: 1 ÷ 0.225 = 4.44 plants/m² → 444 plants. Triangular at 0.5 m in 10 × 10 m: 1.155 ÷ 0.25 = 4.62 plants/m² → 461 plants (versus 400 in a 0.5 m square grid).
Seeds. Seeds = holes × seeds per hole. The probability that a hole stays empty is (1 − germination)^seeds per hole: with 80 % and 2 seeds, 0.2² = 0.04, 4 %. With 444 holes, 888 seeds.
Keep in mind
- The area-based calculation assumes edge plants sit half a spacing from the boundary. If you plant right on the boundary a few more fit; if you leave paths, subtract their area first.
- The triangular layout makes better use of land for fruit trees, olives and round-habit plants; for crops that are hoed or earthed up with an implement, a rectangular grid gives better access.
- The spacings in the help are approximate: they depend on the variety, irrigation and soil fertility. In poor rain-fed land, plant further apart.
- If you sow several seeds per hole, thin to the most vigorous when they have 2-4 true leaves; the extra ones compete for water and light.