En la estantería "A" hay 60 botellas de ¾ de litro cada una y en la estantería B hay 120 botellas de ¼ de litro cada una, calcula: Los litros contenidos en cada estantería. El número de botellas de 1/5 de litros que se llenan con 75 litros.

Answers

Answer 1

Answer:

Volumen estanteria A = 45 litros

Volumen estanteria B = 30 litros

Número de botellas (75 litros) = 375 botellas

Explanation:

Esta es una pregunta de matemáticas.

En la estantería A hay 60 botellas de 3/4 litros cada una. Esto representa un volumen que se  puede calcular multiplicando la cantidad de botellas por el volumen que contiene cada una.

De esta manera, el volumen de las botellas de la estantería A es:

[tex]V_A=n_A\cdot V=60\;botellas \cdot\dfrac{3}{4}(\dfrac{litros}{botella})=\dfrac{60*3}{4}\;litros=45 \;litros[/tex]

En la estanteria tenemos:

[tex]V_B=n_B\cdot V=120\;botellas \cdot\dfrac{1}{4}(\dfrac{litros}{botella})=\dfrac{120*1}{4}\;litros=30 \;litros[/tex]

Si tenemos 75 litros y botellas de 1/5 litros, podemos calcular la cantidad de botellas como:

[tex]V=n\cdot v\\\\n=\dfrac{V}{v}=\dfrac{75\;litros}{1/5\;litros/botella}=75*5\;botellas=375\; botellas[/tex]


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