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Data Collectionhard
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A population of 3000 patients is divided into 3 strata: Age <50 (N₁=900), Age 50-70 (N₂=1200), Age >70 (N₃=900). You plan a stratified sample of n=300. Using Neyman allocation with within-strata standard deviations σ₁=8, σ₂=12, σ₃=15, how many patients should you sample from the oldest stratum?

Neyman allocation: nh=n⋅Nhσh∑iNiσin_h = n \cdot \frac{N_h \sigma_h}{\sum_i N_i \sigma_i}nh​=n⋅∑i​Ni​σi​Nh​σh​​