RAMANUJAM INFINITE SUM THEORY

Basic OF Geometric Progression (GP)|| Sum OF n Terms || Sum OF Infinite Terms

Theory OF Sum OF First n Terms OF A.P

Arithmetic mean||G.P,Sum OF GP Series||Sum OF infinite series, Infinite series

The first term of an infinitely decreasing G.P.is unity and its sum is S .The sum of the squares of the terms of the progression is

The sum of an infinite geometric series is 2 and the sum of the geometric series made from the cubes of this infinite series is 24. Then the series is:

The sum of an infinite geometric series is 2 and the sum of the geometric series made from the cubes of this infinite series is 24. Then the series is:

The sum of an infinite geometirc progression is 2 and the sum of the geometric progression made from the cubes of this infinite series is 24. Then find its first term and common ratio :-