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Home » Un lingüista modela el préstamo lingüístico con la ecuación $ P(t) = 200(1.08)^t $, donde $ t $ es el número de décadas desde 1950. ¿Cuántos términos prestados aproximadamente había en 1970? - AMAZONAWS

Un lingüista modela el préstamo lingüístico con la ecuación $ P(t) = 200(1.08)^t $, donde $ t $ es el número de décadas desde 1950. ¿Cuántos términos prestados aproximadamente había en 1970? - AMAZONAWS

📅 March 6, 2026 👤 scraface
Mar 06, 2026
Un lingüista modela el préstamo lingüístico con la ecuación $ P(t) = 200(1.08)^t $, donde $ t $ es el número de décadas desde 1950. ¿Cuántos términos prestados aproximadamente había en 1970?

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📌 To find \( G(3) \), substitute \( t = 3 \) into the function \( G(t) = rac{4t^2 + 3}{t - 1} \).
📌 G(3) = rac{4(3)^2 + 3}{3 - 1}
📌 The simplified result is:

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