Division
Division facts to 10
Connect a division fact to its related multiplication fact.
Worked example · Three practice questions
A LITTLE PRACTICE. A NEW DISCOVERY.
Division connects a total to equal groups. Sometimes you know how many groups there are; sometimes you know the size of each group. Multiplication facts help check both kinds of division. When a total does not divide evenly, a remainder describes what is left after forming complete groups.
Begin with division facts and the related multiplication equation. Next, use objects to show a leftover amount. Discuss what the remainder means in a real situation before choosing how to report the answer.
Share twenty-three counters into groups of five. Count complete groups and the leftover counters. Then imagine the counters are passengers and each vehicle holds five: explain how many vehicles are needed.
A remainder must be smaller than the divisor. A context may require rounding up, leaving a remainder, or sharing part of a unit; those are different interpretations.
Read the worked example, try the questions, and follow the linked worksheet for extra practice.
Division
Connect a division fact to its related multiplication fact.
Worked example · Three practice questions
Read the worked example, try the questions, and follow the linked worksheet for extra practice.
Division
Find a whole-number quotient and explain the leftover amount.
Worked example · Three practice questions
Choose one lesson, talk through the example, and try the three questions. Revisit the explanation when an answer feels uncertain. Follow the related lesson links when your learner is ready for another step.