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Arithmetic Sequences and Geometric Sequences

Arithmetic Sequences and Geometric Sequences
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摘要 An arithmetic sequence is a sequence of numberseach of which,after the first,is obtained by addingto the preceding number a constant number calledthe common difference.Thus 3,7,11,15,19,…is an arithmeticsequence because each term is obtained by adding 4to the preceding number.In the arithmetic sequence50,45,40,…the common difference is 45-50=40-45=-5.General formulas for arithmetic sequencesinclude:the nth term an=a1+(n-1)d,and the sum of the first n An arithmetic sequence is a sequence of numbers each of which, after the first, is obtained by adding to the preceding number a constant number called the common difference.
作者 井鑫
出处 《中学数学教学参考(上半月高中)》 北大核心 2006年第12期52-52,共1页 Maths Teaching in Middlg Schools
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