The arithmetic series is nothing but the addition of the arithmetic sequences. The series of the arithmetic numbers which are given as the sequences. The sequences are to be added to get the series form. The geometric series is nothing but the addition of numbers of the geometric sequences to form the series. Now we are going to see about the arithmetic and the geometric series.
About the Arithmetic and Geometric Series:
We know that the arithmetic series are given as the sum of sequences of numbers. The arithmetic series formula is used to find the certain number of sequences which can be given as follows,
Sn = n(a1+ an)/2
The infinite geometric series are the sum of the arithmetic sequence formula of numbers. The geometric series formula can be determined by using the formula as follows,
Sn = a1 (1 - rn)/1 – r
Find real help in Solving math with formula
No comments:
Post a Comment