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Solve the short division problems with remainders.

Mathematics

ScanSolve AI Answer

Step-by-step solution

4 steps

11. 437÷19437 \div 19

  1. Take first two digits 43.

    19×2=3819 \times 2 = 38 (since 19×3=57>4319 \times 3 = 57 > 43)

    43−38=543 - 38 = 5

    Remainder 5, carry down to next digit 7.

  2. 5 carried makes 57.

    19×3=5719 \times 3 = 57 57−57=057 - 57 = 0

    Remainder 0.

    Quotient reads 23.
    23 \ remainder \ 0

    12. 436÷19436 \div 19

  3. Take first two digits 43.

    19×2=3819 \times 2 = 38 (since 19×3=57>4319 \times 3 = 57 > 43)

    43−38=543 - 38 = 5

    Remainder 5, carry down to next digit 6.

  4. 5 carried makes 56.

    19×2=3819 \times 2 = 38 (since 19×3=57>5619 \times 3 = 57 > 56)

    56−38=1856 - 38 = 18

    Remainder 18.

    Quotient reads 22.
    22 \ remainder \ 18

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