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(Solved): 1. To be able to: Use and understand key language of sequences and series A sequence is an ordered ...



1. To be able to: Use and understand key language of sequences and series
A sequence is an ordered list of elements. We use U

1. To be able to: Use and understand key language of sequences and series A sequence is an ordered list of elements. We use U? for the first term, U? for the second and so on. Un is the general term (nth term). A series is the sum of a finite or infinite sequence of numbers. We use S? to denote the sum of the first n terms. Examples: Sequences can be described in many ways; some have rules and reason but others do not. At A Level we will consider how to describe sequences recursively and we will look at the behaviour of arithmetic and geometric sequences.


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Sum of infinite ap is not defined as Sum of ap= n/2[2a + (n-1)d] where a=first term of the ap, n=no. of
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