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A man bought a thousand eggs. He sold twelve dozen eggs and then sold fifteen dozen eggs. How many eggs did he have left?

Mathematics

ScanSolve AI Answer

Answer

676 eggs\text{676 eggs}

Step-by-step solution

5 steps
  1. Determine the total number of eggs bought.

    The man bought a thousand eggs.
    Total eggs bought = 1000 eggs.

  2. Calculate the number of eggs sold in the first instance.

    He sold twelve dozen eggs. Since one dozen equals 12 eggs:
    Eggs sold first = 12 dozen×12 eggs/dozen12 \text{ dozen} \times 12 \text{ eggs/dozen}

    =144 eggs= 144 \text{ eggs}
  3. Calculate the number of eggs sold in the second instance.

    He then sold fifteen dozen eggs.
    Eggs sold second = 15 dozen×12 eggs/dozen15 \text{ dozen} \times 12 \text{ eggs/dozen}

    =180 eggs= 180 \text{ eggs}
  4. Calculate the total number of eggs sold.

    Total eggs sold = Eggs sold first + Eggs sold second

    =144 eggs+180 eggs= 144 \text{ eggs} + 180 \text{ eggs} =324 eggs= 324 \text{ eggs}
  5. Calculate the number of eggs left.

    Eggs left = Total eggs bought - Total eggs sold

    =1000 eggs−324 eggs= 1000 \text{ eggs} - 324 \text{ eggs} =676 eggs= 676 \text{ eggs}

    The man had 676 eggs\boxed{\text{676 eggs}} left.

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