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Home » Berechnung**: \(T = 2\pi \sqrt{\frac19.81} \approx 2.006 \, \texts\) - Silent Sales Machine

Berechnung**: \(T = 2\pi \sqrt{\frac19.81} \approx 2.006 \, \texts\) - Silent Sales Machine

📅 March 10, 2026 👤 scraface

Mar 10, 2026

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Season 2 increase: $ 0.9 \times 100 = 90 $ → $ Y_2 = 600 + 90 = 690 $
Season 3 increase: $ 0.9 \times 90 = 81 $ → $ Y_3 = 690 + 81 = 771 $
Season 4 increase: $ 0.9 \times 81 = 72.9 $ → $ Y_4 = 771 + 72.9 = 843...
Season 5 increase: $ 0.9 \times 72.9 = 65.61 $ → $ Y_5 = 843.9 + 65.61...
Total yield = $ 600 + 690 + 771 + 843.9 + 909.51 = 4014.41 $ kg/ha
Alternatively, increase sequence:
First increase: 100
Then geometric sequence of increases: 100, 90, 81, 72.9, 65.61 → commo...
Wait: 5 seasons → 1 initial increase, then 4 growth increments? But:
Type: $ Y_n = Y_{n-1} + r \cdot (\text{prev increase}) $, with pre-inc...

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