Sugar Rush

Aug 27, 2026

This document, titled 'Sugar Rush,' presents a mathematical word problem related to calculating the amount of sugar in a soft drink. The problem states that a 350 mL can of soft drink contains 10% sugar. It also provides the information that one teaspoon is equivalent to 5 mL. The core task is to determine the number of teaspoons of sugar present in a single can of this beverage. The accompanying image visually represents a can of soft drink, likely purple in color, alongside a glass container filled with a white granular substance, presumably sugar. The problem requires basic percentage calculation and unit conversion to solve. It's a practical application of arithmetic, suitable for educational purposes in middle school or early high school mathematics, focusing on real-world scenarios involving common consumption items. The solution involves first calculating the volume of sugar in the can by applying the 10% sugar content to the total volume of 350 mL. Subsequently, this calculated sugar volume is converted into teaspoons by dividing it by the volume of sugar per teaspoon (5 mL). The problem is straightforward and tests comprehension of percentages and unit conversions in a clear, concise manner, making it an effective tool for assessing students' understanding of these fundamental mathematical concepts within a relatable context.

LanguageEnglish

CategoryGeneral

FormatPDF

Pages1

Reading Time2 min

AccessFree to download

FAQs

How much sugar is in one can of the soft drink?

The soft drink contains 10% sugar. For a 350 mL can, this means there are 35 mL of sugar.

How many milliliters are in one teaspoon?

One teaspoon contains 5 mL.

How many teaspoons of sugar are in one can of the soft drink?

Since there are 35 mL of sugar in the can and each teaspoon is 5 mL, there are 7 teaspoons of sugar in one can.

Aug 27, 2026

Upload by Ethan Miller