A quick summary of Class 3 Maths Chapter 8 — equal sharing (division), its connection to multiplication, and sharing with remainders.
Last Updated: September 10, 2026
Class 3 Maths Chapter 8 Revision Notes: Fair Share
Chapter type: Early division concepts, connected explicitly to multiplication.
Key ideas to remember:
Equal sharing (division) xe2x80x94 splitting a total amount equally among a given number of people or groups.
Multiplication-division connection xe2x80x94 if a number of groups multiplied by a group size gives a total, then sharing that total into that many groups gives back the group size.
Remainder xe2x80x94 the amount left over when a total does not share out exactly evenly.
What you should be able to do after this chapter:
1. Share a total number of objects equally among a given number of groups.
2. Use a known multiplication fact to quickly work out a related sharing fact.
3. Find the remainder when a total does not divide evenly.
Remember: Multiplication and division are two views of the same relationship between numbers — if you know 4 x 5 = 20, you already know that 20 shared among 4 is 5, and 20 shared among 5 is 4.
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Frequently Asked Questions
Is a remainder always smaller than the number of groups being shared into?
Yes — if the remainder were equal to or bigger than the number of groups, you could share out at least one more to each group, so a true remainder is always smaller.
How does this chapter connect to others in the book?
It builds directly on Class 2’s Grouping and Sharing, and the multiplication-division connection here is used again in Give and Take later in this book.

