Cuantos periodos aproximados tomara para que $500 se conviertan en $2000 a una tasa anual del 10% compuesto trimestralmente?
M = 2000, C = 500, i=0.025 trimestral,
M = C(1+i)^n
2000 = 500 (1+0.025)^n
4 = 1.025^n
n ln(1.025) = ln (4)
n = ln (4) / ln(1.025)
n = 56.14 trimestres
56.14 / 4 = 14.04 años
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M = 2000, C = 500, i=0.025 trimestral,
M = C(1+i)^n
2000 = 500 (1+0.025)^n
4 = 1.025^n
n ln(1.025) = ln (4)
n = ln (4) / ln(1.025)
n = 56.14 trimestres
56.14 / 4 = 14.04 años