This math topic focuses on introductory long division, specifically division with a one-digit divisor, dealing with scenarios where there is a remainder. The problems involve dividing a given number of riders among buses or cars to determine how many riders each vehicle can accommodate, without considering the leftover riders. Each question is practical and straightforward, divided among various scenarios to enhance understanding of division where exact division is not possible, thus introducing the concept of remainders.

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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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55 riders are split evenly among 7 buses. How many per bus (ignoring any remaining)?
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2
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37 riders are split evenly among 7 cars. How many per car (ignoring any remaining)?
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3
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28 riders are split evenly among 3 buses. How many per bus (ignoring any remaining)?
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4
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48 riders are split evenly among 5 buses. How many per bus (ignoring any remaining)?
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5
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46 riders are split evenly among 7 buses. How many per bus (ignoring any remaining)?
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45 riders are split evenly among 5 buses. How many per bus (ignoring any remaining)?
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b An svg image showing a possible answer to this math problem
7
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42 riders are split evenly among 5 buses. How many per bus (ignoring any remaining)?
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51 riders are split evenly among 7 buses. How many per bus (ignoring any remaining)?
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b An svg image showing a possible answer to this math problem