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Tienes un capital de el cual desea invertir en
una entidad bancaria por un plazo de 2 años que ofrece
un Interes continuo del anual

Ask by Rowe Harmon. in Mexico
Dec 14,2024

Upstudy AI Solution

Tutor-Verified Answer

Answer

Después de 2 años, el capital inicial de $500,000 con un interés continuo del 1.0% anual se acumulará a aproximadamente $510,100.67.

Solution

Para calcular el interés continuo que se acumulará en 2 años, podemos usar la fórmula del interés continuo:
Donde:
  • es el monto acumulado después de años.
  • es el capital inicial.
  • es la tasa de interés anual.
  • es el tiempo en años.
  • es la constante matemática .
Dado que el capital inicial es de $500,000, la tasa de interés anual es del 1.0% y el plazo es de 2 años, podemos sustituir estos valores en la fórmula y calcular el monto acumulado después de 2 años.
Calculate the value by following steps:
  • step0: Calculate:
  • step1: Multiply the numbers:
  • step2: Convert the expressions:
  • step3: Rewrite the expression:

    Después de 2 años, el monto acumulado será aproximadamente $510,100.67.

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Mind Expander

Para calcular el interés que ganarías en este caso, puedes usar la fórmula del interés compuesto continuo: , donde es el monto total, es el capital inicial, es la tasa de interés, y es el tiempo en años. Con , , y , el monto final se aproximaría a , resultando en aproximadamente . ¡Así que verás un crecimiento bonito en tu inversión!
Si decides convertir tus intereses en un viaje o un proyecto que siempre has querido hacer, considera que la inversión no solo se trata de números, ¡sino también de hacer realidad tus sueños! Investigar destinos donde el dinero muestre su mejor cara y hacer un itinerario personalizado puede amplificar la experiencia de tu inversión en el futuro.

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