This math topic focuses on introductory long division problems where learners practice dividing a total number of items (riders) by a given count of groups (cars or buses) to determine how many items belong to each group, while initially ignoring the remainder. Problems involve simple division calculations with 1-digit divisors, providing fundamental division skills and the concept of distributing quantities evenly among groups. This is a basic step in learning long division, incorporating real-life scenarios like dividing people into vehicles. Each question offers a practical example to help solidify learners' understanding of division without remainders.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Division Car Model - Total and Car Count to Per Car - With Remainder (1 Digit) Worksheet

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Division Car Model - Total and Car Count to Per Car - With Remainder ...
1
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13 riders are split evenly among 3 cars. How many per car (ignoring any remaining)?
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11 riders are split evenly among 2 cars. How many per car (ignoring any remaining)?
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27 riders are split evenly among 5 cars. How many per car (ignoring any remaining)?
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13 riders are split evenly among 6 cars. How many per car (ignoring any remaining)?
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5
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5 riders are split evenly among 2 cars. How many per car (ignoring any remaining)?
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6
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25 riders are split evenly among 6 cars. How many per car (ignoring any remaining)?
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b An svg image showing a possible answer to this math problem
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22 riders are split evenly among 3 buses. How many per bus (ignoring any remaining)?
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b An svg image showing a possible answer to this math problem
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19 riders are split evenly among 4 cars. How many per car (ignoring any remaining)?
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b An svg image showing a possible answer to this math problem