Grade 2 › G2U03 Even & Odd

GRADE 2 · ALBERTAOUTCOME AB-G2-2N1

L3 · Partitioning a set: sharing and grouping, with or without remainders

Learning goal

“I can split a set of objects by sharing or by grouping, and say what is left over.”

Partition — to split a set of objects into smaller groups.
Share — to deal a set out equally, one at a time, into groups.
Group — to build sets of a chosen size from a larger set.
Worked example

Share 13 crackers between 2 friends. Step 1: Deal one at a time: friend, friend, friend, friend... The piles grow together. Step 2: The piles stop at 6 and 6. One cracker is still in the bowl. Step 3: Placing it would break the equal piles, so it is left over. Each friend gets 6, with 1 left over.

Check yourself — explain it

Why is 1 cracker left over?

Paired problem — example still visible

Share 16 crackers between 2 friends. -> 8 each, none left over.

Faded completion — last step is yours

"15 crackers shared by 2 friends: each gets 7. Left over: ___." -> 1

Ready to practise?

10 scored questions with a 3-rung hint ladder. Mastery needs 8/10 plus both gate questions.