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Understanding Divisibility Rules - Teacher's Notes

This lesson covers divisibility rules, specifically focusing on numbers divisible by 5, 3, and 15 without remainders. Students will practice identifying such numbers and explore the link between divisibility by different factors. Additional questions involve dividing by 4, 10, and other numbers to deepen understanding. The included exercises aim to enhance students' grasp of divisibility concepts and strengthen their problem-solving skills.

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Understanding Divisibility Rules - Teacher's Notes

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  1. Teacher's Notes Topic: Divisibility L3 (a) Tick (P)all the numbers below that divide by 5 with no remainder. 12 15 16 20 30 (b) Tick (P)all the numbers below that divide by 3 with no remainder. 12 15 16 20 30 (c) Tick (P)all the numbers below that divide by 15 with no remainder. 12 15 16 20 30 Divisibility Change question: Divide by 4 by 10 etc. Change question: Divide by 2 etc. What is the link between parts (a) & (b) and part (c)?

  2. 12 15 16 20 30 Divisibility (a) Tick (P) all the numbers below that divide by 5 with no remainder.

  3. 12 15 16 20 30 (b) Tick (P) all the numbers below that divide by 3 with no remainder.

  4. 12 15 16 20 30 (c) Tick (P) all the numbers below that divide by 15 with no remainder.

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