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Write numbers in these number sentences to make them true. 4 x 18 = 2 x ; 2 x 16 = 64 + ; 100 4 = 50 + ; 2 x = 36 Write your own balancing number sentence.

Mathematics

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Step-by-step solution

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Here are the solutions to the balancing number sentences:

5. 4×18=2×4 \times 18 = 2 \times \boxed{}

  1. Calculate the left side of the equation.

    4×18=724 \times 18 = 72
  2. To find the missing number, divide the result by 2.

    72÷2=3672 \div 2 = 36

    The completed sentence is 4×18=2×364 \times 18 = 2 \times \boxed{\textbf{36}}.

    6. 2×16=64+2 \times 16 = 64 + \boxed{}

  3. Calculate the left side of the equation.

    2×16=322 \times 16 = 32
  4. To find the missing number, subtract 64 from the result.

    32−64=−3232 - 64 = -32

    The completed sentence is 2×16=64+-322 \times 16 = 64 + \boxed{\textbf{-32}}.

    7. 100÷4=50+100 \div 4 = 50 + \boxed{}

  5. Calculate the left side of the equation.

    100÷4=25100 \div 4 = 25
  6. To find the missing number, subtract 50 from the result.

    25−50=−2525 - 50 = -25

    The completed sentence is 100÷4=50+-25100 \div 4 = 50 + \boxed{\textbf{-25}}.

    8. 2×=36÷22 \times \boxed{} = 36 \div 2

  7. Calculate the right side of the equation.

    36÷2=1836 \div 2 = 18
  8. To find the missing number, divide the result by 2.

    18÷2=918 \div 2 = 9

    The completed sentence is 2×9=36÷22 \times \boxed{\textbf{9}} = 36 \div 2.

    9. Write your own balancing number sentence.
    Here is an example of a balancing number sentence:

    10 + 5 = 3 \times5\boxed{\textbf{10 + 5 = 3 \times 5}}
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