Skip-Counting and Number Patterns
Warm-up
Count with me by 2s! Whole class: 2, 4, 6, 8 ... 20. Do it with movements: clap on each number, stomp on every 10th. What patterns did we find? When did everyone stomp?
Explore
Students colour multiples of 2 in yellow on their hundred chart, then multiples of 5 in blue. Ask: What do you notice? Are any squares both yellow and blue? What does that mean? The overlap squares (multiples of 10) generate rich discussion.
Consolidate
Practice
Students complete a hundred chart colouring activity (multiples of 10 in red) then describe the pattern in words. Exit ticket: count by 5s starting from 15. Write the next 5 numbers.
Exit ticket
Students complete a hundred chart colouring activity (multiples of 10 in red) then describe the pattern in words. Exit ticket: count by 5s starting from 15. Write the next 5 numbers.
Ask them to circle each number on the hundred chart. What do all these numbers have in common? They end in 5 or 0. If I gave you a large number ending in 5, would it be in our sequence? Building from pattern observation to prediction is the goal.
Same gap (2), different starting point. These are odd numbers, not even numbers. The hundred chart shows they land on the squares NOT coloured when counting from 0. Both are valid skip-counts by 2, but they produce different sets of numbers.