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Ejercicio 5. Para preparar bien un tono de pintura se requiere agregar 3 colores distintos a
una base
de pintura blanca, ¿Cuántos colores distintos
pueden crearse, si se dispone de 8
colores para ser mezclados con base de pintura blanca?

Sagot :

GinnyAnswer

Final answer:

The question involves calculating the number of distinct colors that can be created by mixing a base of white paint with 3 different colors chosen from 8 options.


Explanation:

To determine the number of distinct colors that can be created by mixing 8 colors with a base of white paint, you can use the concept of combinations. When adding 3 different colors to the base, you will calculate the number of ways to choose 3 colors out of 8, which is done using the combination formula. In this case, it is calculated as 8 choose 3, giving the result of 56 distinct colors that can be created.


Learn more about Color Mixing here:

https://brainly.com/question/42003068


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