If `a,ar,ar^(2),ar^(3),.......` are in G.P,then the sum of infinite terms of `GP,` if `|r|<1`=

If |r|<1, then the sum of infinite terms of G.P is

Sum to infinite number of terms of a G.P. is ….

If s=a+ar+ar^(2)+ar^(3)+.......oo then s_(oo)= . (|r|<1)

In an infinite G.P. the sum of first three terms is 70. If the externme terms are multipled by 4 and the middle term is multiplied by 5, the resulting terms form an A.P. then the sum to infinite terms of G.P. is :

In an infinite G.P. the sum of first three terms is 70. If the externme terms are multipled by 4 and the middle term is multiplied by 5, the resulting terms form an A.P. then the sum to infinite terms of G.P. is :

The sequence of number a, ar, ar^2 and ar^3 are in geometric progression. The sum of the first four terms in the series is 5 times the sum of first two terms and r != -1 and a != 0 . How many times larger is the fourth term than the second term?

Suppose that a, ar, ar^2,ar^3,ar^4,ar^5 are the first 6 terms of a G.P Find the ratio of the sum of the first tree terms and the sum of first 6 terms

Suppose that a, ar , ar^2,ar^3,ar^4,ar^5 are the first 6 terms of a G.P If the ratio of the sum of first three terms and the sum of first 6 terms is 125:152 find the common ratio of the G.P

In G.P series a+ar+ar^(2)+ ----+oo Sum of infinite terms S_(oo) =

If each term of an infinite G.P. is twice the sum of the terms following it, then find the common ratio of the G.P.