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Filling Glasses How many 5 -ounce glasses can be …

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Problem 79 Easy Difficulty

The application problems that follow may involve more than merely division. Some may require addition, subtraction, or multiplication, whereas others may use a combination of two or more operations.
Filling Glasses How many 5 -ounce glasses can be filled from a 32 -ounce bottle of milk? How many ounces of milk will be left in the bottle when all the glasses are full?

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Prealgebra

Chapter 1

Whole Numbers

Section 6

Division with Whole Numbers

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Video Transcript

Let beneath the x holds of water with the purity of 0 percent as absolute water has. A purity of 0 percent of its kind, so 20 pose, is available with the percentage of a and we need a 20 plus x liter of solution with a percentage of 2. Hence applying the formula of percentage we take as 0 percent of x plus 8 percent of 20 is equal to 2 percent of 20 plus x, so 0, upon 100 multiplied by x, plus 500. Multiplied by 20 is equal to 2, upon 100 multiplied by 20 plus x, so 0 plus 116 is equal to 14. Plus 2 is so we get it, as were a 60 water, to get a solution of 2 percent with a quantity of 81. So this is the answer of the question.

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Filling Glasses How many 5 -ounce glasses can be …

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Charles P. McKeague

Prealgebra

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Prealgebra

Charles P. McKeaguePrealgebra

Charles P. McKeague

Prealgebra