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Home » Probability for one non-prime: $\frac12$ - Ready Digital AB

Probability for one non-prime: $\frac12$ - Ready Digital AB

📅 March 7, 2026 👤 scraface

Mar 07, 2026

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\( 40^{0.7} = e^{0.7 \cdot \ln 40} = e^{0.7 \cdot 3.6889} = e^{2.5822}...
\( Q_2 = 50 \cdot 13.19 = 659.5 \)
Increase: \( 659.5 - 540.5 = 119 \)
#### 119
In a sustainable forest project, the tree density increases by 8% per...
Use: \( 320 \cdot (1.08)^t > 500 \)
Divide: \( (1.08)^t > 500 / 320 = 1.5625 \)
Take ln: \( t \ln(1.08) > \ln(1.5625) \)
\( t > \frac{\ln(1.5625)}{\ln(1.08)} \approx \frac{0.4447}{0.07696} \a...
So, after 6 full years, density exceeds 500.

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