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Home » f(5) = -\frac143(125) + 33(25) - \frac2113(5) + 45 = -\frac17503 + 825 - \frac10553 + 45 - AMAZONAWS

f(5) = -\frac143(125) + 33(25) - \frac2113(5) + 45 = -\frac17503 + 825 - \frac10553 + 45 - AMAZONAWS

Solving the Expression: f(5) = −14/3(125) + 33(25) − 211/3(5) + 45

📅 March 11, 2026 👤 scraface
Mar 11, 2026
f(5) = -\frac{14}{3}(125) + 33(25) - \frac{211}{3}(5) + 45 = -\frac{1750}{3} + 825 - \frac{1055}{3} + 45

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📌 Alternatively, perhaps the counts shift: but the ratio change suggests relative increase. Let's assume the fossil count is 840 with modern ratio 7:5 → total parts 12 → B = (5/12)×840 = 350

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