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Calcule la ordenada al origen de la función.

Ask by Reese Davies. in Argentina
Mar 31,2025

Upstudy AI Solution

Tutor-Verified Answer

Answer

La ordenada al origen de la función es .

Solution

  1. La ordenada al origen se obtiene evaluando la función en .
  2. Entonces, sustituimos en :
  3. Simplificamos la expresión:
  4. Por lo tanto, la ordenada al origen de la función es el punto .

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The Deep Dive

Para encontrar la ordenada al origen de la función , debemos evaluar la función cuando . Sustituyendo, obtenemos:
Así que la ordenada al origen de la función es .
Por lo tanto, la función tiene un punto en el eje , específicamente en , y ¡es bastante asombroso cómo los logaritmos pueden transformar números tan simples en resultados intrigantes!

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