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Home » Résoudre le système d'équations : \( 2x + 3y = 13 \) et \( 3x - y = 4 \). - Appfinity Technologies

Résoudre le système d'équations : \( 2x + 3y = 13 \) et \( 3x - y = 4 \). - Appfinity Technologies

📅 March 1, 2026 👤 scraface

Mar 01, 2026

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📌 Day 2: 12,320 × 0.96 = <<12320*0.96=11827.2>>11,827.2 → add 800: 11,827.2 + 800 = <<11827.2+800=12627.2>>12,627.2.

📌 Day 3: 12,627.2 × 0.96 = <<12627.2*0.96=12108.912>>12,108.912 → add 800: 12,108.912 + 800 = <<12108.912+800=12908.912>>12,908.912.

📌 Rounded to nearest whole bee: 12,909.

📌 #### 12909

📌 A soil scientist uses spectroscopy to classify soil types across 200 plots: 30% sandy, 50% loamy, 20% clay. She samples 5 plots from each type. If she runs a chemical analysis on each, what is the minimum number of samples that must be high-clay to ensure at least 3 samples are from high-clay plots, assuming worst-case random placement?

📌 Worst case: maximize non-clay samples first.

📌 Total high-clay plots: 20% of 200 = 40, but only 5 can be sampled per type. Sample 5 sandy, 5 loamy, 5 clay → 15 samples, none high-clay.

📌 To guarantee 3 high-clay, assume worst: 5 each from sandy and loamy (0 high-clay), and only from clay: up to 5 high-clay available.

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