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Porcentajes e intereses (completo y simple)

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Completa conceptos de interés

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Porcentajes e intereses (completo y simple)
 

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Porcentajes e intereses (completo y simple)Online version

Completa conceptos de interés

by Pamela Chicatto navarrete
1

el implica aplicar la fórmula , donde P es el capital inicial , r es la tasa de interés anual expresada en decimales y t es el tiempo en años . Si inviertes 1000 euros a una tasa del 5% durante 3 años , el interés obtenido será I = 1000 · 0 . 05 · 3 = 150 euros . El final es P + I , es decir , 1150 euros . Comprender el te ayuda a estimar .

2

, el capital crece con cada periodo de . La fórmula ) permite calcular el acumulado tras n por año y t años . Si P = 2000 , r = 0 . 06 , n = 4 y t = 5 , entonces A = 2000 ( 1 + 0 . 06 / 4 ) ^ ( 4·5 ) ? 2683 . 46 . Este demuestra cómo la capitalización convierte el interés pasado en nuevo interés .

3

Convertir a fracciones o ayuda a comparar ofertas . Un 12% a 0 , 12 y a 12 / 100 . Si una inversión ofrece un anual , y otro proyecto del en decimales , conviene calcular la diferencia relativa y el porcentaje de ganancia respecto al capital . Uniendo conceptos , podemos ver cómo el porcentaje se traduce en , que depende de la y del .

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