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Summary differentiating between arithmetic series and geometric series

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differentiating between arithmetic series and geometric series

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ARITHMETIC SERIES GEOMETRIC SERIES

The sum of the terms in a sequence is known as a series and is denoted by Sn
A formula is used when it is not practical to find the sum of many terms


Terminology common to both AP and GP:
 T1; T2; T3; T4; …; Tn is a sequence to n-terms
 T1 + T2 + T3 + T4 +…+ Tn is a series of n-terms
 S1 = T1 is the sum of one term
 S2 = T1 + T2 is the sum of the first two terms
 Sn = T1 + T2 + T3 + T4 +…+ Tn is the sum of the first n terms


Formula: Formula:

n a(r ⁿ−1)
Sn = [2a=(n-1)d] Sn = ;r=1
2 r −1

OR:

n
Sn = (a+l)
2
l is the last term of the sequence, so this formula
can only be used when the last term is given (or you
are able to calculate the last term)
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