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Sequences and Series Review - Math

1 Sequences and Series Review2,4,6,8,10,.. 2,4,8,16,32,..2A sequence {an} is a function such that the domain is the set of positive integers and the range is a set of real five terms for each of these Sequences :A Series is the sum of a sequence . A partial sum is the sum of the first n terms. An infinite sum is the sum from k= 1 to .Find these partial sums:3 Arithmetic sequence , SeriesGeometric sequence , Seriesd = common differencer = common ratio( )nnpartial sum infinite sumDetermine the sum for each of these:45 Common Elements of Sequences / Series :Odd numbersEven numbersFactorialsAlternating signsPowers of 26 Arithmetic, Geometric or Neither?

2 A sequence {a n} is a function such that the domain is the set of positive integers and the range is a set of real numbers. Write five terms for each of these sequences: A series is the sum of a sequence. A partial sum is the sum of the first n terms. An infinite sum …

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Transcription of Sequences and Series Review - Math

1 1 Sequences and Series Review2,4,6,8,10,.. 2,4,8,16,32,..2A sequence {an} is a function such that the domain is the set of positive integers and the range is a set of real five terms for each of these Sequences :A Series is the sum of a sequence . A partial sum is the sum of the first n terms. An infinite sum is the sum from k= 1 to .Find these partial sums:3 Arithmetic sequence , SeriesGeometric sequence , Seriesd = common differencer = common ratio( )nnpartial sum infinite sumDetermine the sum for each of these:45 Common Elements of Sequences / Series :Odd numbersEven numbersFactorialsAlternating signsPowers of 26 Arithmetic, Geometric or Neither?

2 Nth term20th terman 0? some value? a) 1,1,2,3,5,8,13,..b) a1 = 2, an+1 =c)d) .9, .09, .009, .0009, ..7a)b)c)Write a formula for the nth term of these Sequences .


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