Examples of what pupils should know and be able to do
Describe sequences such as:
1, 3, 6, 10, ...
Find the missing numbers in these sequences:
10, 25, _, _, 70, _, ...
1, 4, _, _, 25, 36, _, ...
_, _, –61, -42, –23, _, ...
Probing questions
How do you go about finding the rule for a sequence of numbers?
Where do you start? What do you look for? How many terms do you check before
you are convinced you know the rule?
What if pupils find this a barrier?
Pupils may need to go back to Step 3, which links counting on and back to forming linear sequences.
Emphasise the difference between these linear sequences and other predictable
sequences such as square and triangular numbers.
Get pupils to classify a set of given sequences in different ways.
- TL4Y7: Algebra 3, lesson 3.3 - Acrobat pdf document (72Kb)
- TL4Y7: Consolidation lesson 11 - Acrobat pdf document (32Kb)
- FTM(P)Y456 p. 16 - Acrobat pdf document (32Kb)
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