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Edexcel IGCSE·Maths·IGCSE Higher Mathematics

Sequences & Linear Graphs

13 min read

The nth term of arithmetic and quadratic sequences, straight-line graphs y = mx + c, gradient and intercept, and function notation.

This chapter connects patterns of numbers to the straight lines that represent them.

Arithmetic sequences

A sequence with a constant difference ddd has nth term a+(n−1)da + (n - 1)da+(n−1)d, or more simply "d n+(first term−d)d\,n + (\text{first term} - d)dn+(first term−d)". For 5,8,11,14,…5, 8, 11, 14, \dots5,8,11,14,… the difference is 333, so the nth term is 3n+23n + 23n+2.

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