Combinations to Make 10 Worksheet

📆 Updated: 1 Jan 1970
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🔖 Category: Other

Are you searching for a helpful resource to reinforce number combinations in your classroom? Look no further! Our "Combinations to Make 10 Worksheet" is designed to provide your students with engaging practice on this essential skill. This worksheet is ideal for primary school teachers and homeschooling parents looking for an effective way to help children grasp the concept of combining numbers to make a total of 10.



Table of Images 👆

  1. Ways to Make 10 Worksheet
  2. Probability Permutations and Combinations Worksheet
  3. Ways to Make Number 10 Worksheet
  4. Decomposing Numbers to 10 Worksheets
  5. Equal Equations 1st Grade Common Core
  6. Making 10 Rainbow Worksheet
  7. Compound Sentence Practice
  8. Ways to Make 5 Kindergarten
Ways to Make 10 Worksheet
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Probability Permutations and Combinations Worksheet
Pin It!   Probability Permutations and Combinations WorksheetdownloadDownload PDF

Ways to Make Number 10 Worksheet
Pin It!   Ways to Make Number 10 WorksheetdownloadDownload PDF

Decomposing Numbers to 10 Worksheets
Pin It!   Decomposing Numbers to 10 WorksheetsdownloadDownload PDF

Equal Equations 1st Grade Common Core
Pin It!   Equal Equations 1st Grade Common CoredownloadDownload PDF

Making 10 Rainbow Worksheet
Pin It!   Making 10 Rainbow WorksheetdownloadDownload PDF

Compound Sentence Practice
Pin It!   Compound Sentence PracticedownloadDownload PDF

Ways to Make 5 Kindergarten
Pin It!   Ways to Make 5 KindergartendownloadDownload PDF


How many different combinations can be made using the numbers 1, 2, and 7 to make a sum of 10?

There are three different combinations that can be made using the numbers 1, 2, and 7 to make a sum of 10: 1+2+7, 2+1+7, and 7+1+2.

What is the maximum number of integers that can be used to create a combination that sums up to 10?

The maximum number of integers that can be used to create a combination that sums up to 10 is 10, each integer being 1. This is because any integer greater than 1 would reduce the number of integers that could be used in the combination due to the constraint of the sum being exactly 10.

What is the minimum number of integers that can be used to create a combination that sums up to 10?

The minimum number of integers that can be used to create a combination that sums up to 10 is two integers, for example, 1 and 9.

Can negative numbers be used in a combination to make a sum of 10?

Yes, negative numbers can be used in a combination to make a sum of 10. One example would be -5 + 15 = 10. This demonstrates that negative numbers can indeed be utilized in combinations to achieve a sum of 10.

How many different combinations can be made using only odd numbers to make a sum of 10?

There are four different combinations using only odd numbers to make a sum of 10: 1+1+1+1+1+1+1+1+1+1, 1+1+1+1+1+1+1+1+5, 1+1+1+1+1+1+1+3, and 1+1+1+1+1+1+7.

Can fractions or decimals be used in a combination to make a sum of 10?

Yes, fractions and decimals can be used in a combination to make a sum of 10. For example, 7.5 + 2.5 = 10. This shows that a decimal and a fraction can be combined to equal 10.

Can the same number be used multiple times in a combination to make a sum of 10?

No, the same number cannot be used multiple times in a combination to make a sum of 10. Each number can only be used once in a combination when calculating a sum.

How many different combinations can be made using the numbers 3, 3, and 4 to make a sum of 10?

There are 3 different combinations that can be made using the numbers 3, 3, and 4 to make a sum of 10: 3+3+4, 3+4+3, and 4+3+3.

Is order important when creating a combination to make a sum of 10?

No, order is not important when creating a combination to make a sum of 10. As long as the numbers chosen add up to 10, the order in which they are selected does not affect the final result.

Can variables or algebraic expressions be used in a combination to make a sum of 10?

Yes, variables or algebraic expressions can certainly be used in combination to create a sum of 10. For example, if x = 5 and y = 5, then the algebraic expression x + y would equal 10. This demonstrates that variables and algebraic expressions can be manipulated in such a way to result in a sum of 10.

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