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Mixed Numbers Addition
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Mixed Numbers Addition
Add the whole-number parts and the fraction parts. Rename fractions with a common denominator when needed. Convert any improper fraction into a mixed number, then simplify.
Calculate
Work out each sum. Give each answer in its simplest form.
1.Work out 2¼ + 1½.
2.Find the sum of 3⅓ and 2⅔.
3.Calculate 1⅝ + 2¼.
4.Add 4⅖ and 1⅗.
5.Work out 2⅚ + 1⅔. Show how you add the whole numbers and the fractions, then write the final answer.
6.Calculate 3¾ + 2⅝. Show your working and simplify the result.
7.Florence walked 1¾ miles in the morning and 2½ miles in the afternoon. How many miles did she walk altogether?
8.A baker puts 2⅓ cups of oats into a bowl, then adds another 1⅔ cups. How many cups of oats are in the bowl?
9.Find the total of 4⅞ + 3⅝. Write your answer as a mixed number in simplest form.
10.A ribbon is 2⅖ metres long. Another piece is 3⅗ metres long. What is their combined length?
11.Work out 1⅚ + 2⁷⁄₁₂. Give your answer as a mixed number in simplest form.
12.Theo cycles 3⅜ kilometres on Saturday and 2⅞ kilometres on Sunday. How far does she cycle in total?
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