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Desafío de porcentajes e intereses

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Reta a entender el crecimiento del dinero

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Desafío de porcentajes e intereses
 

Desafío de porcentajes e interesesOnline version

Reta a entender el crecimiento del dinero

by Judith Guadalupe
1

Comienzas con 100 y cada año el saldo crece un porcentaje r%; si el interés se añade al saldo cada periodo, el monto tras n años es mayor que si se paga sólo el interés del año. ¿Qué concepto describe este crecimiento?

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La fórmula típica implica n años y una tasa r: monto = capital × (1 + r)^n.

Con capitalización, el interés del año siguiente se calcula sobre el capital ya aumentado.

El interés se añade al capital para el siguiente periodo.

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