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Fill in the blank boxes with the correct numbers. There are multiple columns, and each column has blue and red beads. Count the beads in each column and add them together to find the sum.

Mathematics

ScanSolve AI Answer

Step-by-step solution

12 steps

Here are the solutions for each column, filling in the blank boxes:

Column 1:

  1. Count the blue beads.

    There are 10 blue beads. This number goes in the first blank box.

  2. Count the red beads.

    There are 10 red beads. This number goes in the second blank box.

  3. Add the two numbers to find the sum.

    The sum is 20, which goes in the third blank box.

    10+10=2010 + 10 = 20

    The completed equation for the first column is:

    10+10=20\boxed{10 + 10 = 20}

    Column 2:

  4. Count the blue beads.

    There are 10 blue beads. This number goes in the first blank box.

  5. Count the red beads.

    There are 10 red beads. This number goes in the second blank box.

  6. Add the two numbers to find the sum.

    The sum is 20, which goes in the third blank box.

    10+10=2010 + 10 = 20

    The completed equation for the second column is:

    10+10=20\boxed{10 + 10 = 20}

    Column 3:

  7. Count the blue beads.

    There are 10 blue beads. This number goes in the first blank box.

  8. Count the red beads.

    There are 10 red beads. This number goes in the second blank box.

  9. Add the two numbers to find the sum.

    The sum is 20, which goes in the third blank box.

    10+10=2010 + 10 = 20

    The completed equation for the third column is:

    10+10=20\boxed{10 + 10 = 20}

    Column 4:

  10. Count the blue beads.

    There are 10 blue beads. This number goes in the first blank box.

  11. Count the red beads.

    There are 10 red beads. This number goes in the second blank box.

  12. Add the two numbers to find the sum.

    The sum is 20, which goes in the third blank box.

    10+10=2010 + 10 = 20

    The completed equation for the fourth column is:

    10+10=20\boxed{10 + 10 = 20}
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