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Un pastel de [tex]\frac{7}{4}[/tex] de kilo se divide en porciones de [tex]\frac{1}{12}[/tex] de kilo. ¿Cuántas porciones salen?

Answer :

You can obtain 21 portions, each weighing 1/12 kilo, from a cake that weighs 7/4 kilos. This allows for equal distribution or serving smaller portions to individuals.

To find out how many portions of 1/12 kilo can be obtained from a cake weighing 7/4 kilos, we need to perform a simple division. We divide the weight of the cake (7/4 kilos) by the weight of each portion (1/12 kilo):

(7/4) kilos ÷ (1/12) kilo/portion = (7/4) kilos × (12/1) portions/kilo

Now, let's calculate:

(7/4) × (12/1) = 7 × 3 = 21

So, you can obtain 21 portions, each weighing 1/12 kilo, from a cake that weighs 7/4 kilos.

This means that if you cut the 7/4-kilo cake into equal portions, each portion would be 1/12 kilo in weight. These portions are smaller servings that can be distributed to a group or individuals, allowing you to share the cake effectively among 21 people or consume it in smaller servings over time. Understanding how to divide a cake into portions is useful for planning and serving, especially when you have specific portion sizes in mind for your guests or for controlling your own consumption.

Learn more about Dividing fractions here:

https://brainly.com/question/18511795

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