![]() ![]() ![]() Multiply a larger unit by a smaller unit to convert. Simplify and write as a fraction or whole or mixed number. Customary Unit Conversions Involving Mixed Numbers and Fractions – Example 1Ĭonvert. Remember to take your time and double-check your work to ensure accuracy. With practice, you will become more comfortable with converting mixed numbers and fractions in the customary system. Make sure your final answer makes sense and that you have used the correct units. For example, if you had 30 inches and wanted to write the answer as a mixed number, you would divide by 12 (the conversion factor) to get 2 with a remainder of 6. To do this, divide the total number of desired units by the conversion factor and write the result as a mixed number or fraction, with any remainder as the numerator and the conversion factor as the denominator. Write the final answer as a mixed number or fraction, if desired.For example, if you were converting 2 1/2 feet to inches, you would add 24 (2 times 12) and 6, giving you 30 inches. This will give you the total number of desired units. Add the result from step 4 to the product of the whole number and the conversion factor.For example, if you were converting 2 1/2 feet to inches, you would multiply 1/2 (the fractional part) by 12 (the conversion factor), giving you 6 inches. This will give you the number of desired units for that part of the mixed number or fraction. Multiply the numerator of the mixed number or fraction by the conversion factor.To do this, multiply the whole number by the denominator and add the numerator. Write the mixed number or fraction as an improper fraction. ![]() For example, to convert from feet to inches, you would use the conversion factor 12 inches/1 foot. This is a ratio that relates the starting unit to the desired unit. Determine the conversion factor between the two units.For example, you might be given a measurement in feet and need to convert it to inches. Identify the starting unit and the desired unit.Here is a step-by-step guide to help you through the process: + Ratio, Proportion and Percentages PuzzlesĪ step-by-step guide to Customary Unit Conversions Involving Mixed Numbers and FractionsĬonverting customary units involving mixed numbers and fractions can be a bit tricky, but it is a useful skill to have in many real-world situations. ![]()
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