Math, asked by annie76, 10 months ago

explain geometric progression in your own way

mr1ceres: To solve most of the problems related to AP, the terms can be conveniently taken as
3 terms: (a – d), a, (a +d)
4 terms: (a – 3d), (a – d), (a + d), (a +3d)
5 terms: (a – 2d), (a – d), a, (a + d), (a +2d)

Tn = Sn - Sn-1

If each term of an AP is increased, decreased , multiplied or divided by the same non-zero constant, the resulting sequence also will be in AP.

In an AP, sum of terms equidistant from beginning and end will be constant.

Answers

Answered by anshulkumar31

Definition of geometric progression. : a sequence (such as 1, ¹/₂, ¹/₄) in which the ratio of a term to itspredecessor is always the same. — called also geometrical progression,geometric sequence

anshulkumar31: thx di

annie76: ^_^

Answered by proudyindian9603

Hey mate......

GEOMETRIC PROGRESSION....
is a continuous series progresses with the multiplication of specific or a common digit.

I HOPE THIS SIMPLE SOBER DEFINITION WILL HELP YOU......☺✌☺

annie76: I'm sorry I've already marked someone ,,but answer my recently asked question I'll mark you there

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