The 4th and 5th terms of a GP are 1/27 and 1/729
respectively. Find the sum of n terms of GP
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Answer:
3^9(1- 3^-3n)/26
Step-by-step explanation:
nth term of a gp= a{r^(n-1)}
4th term= ar^3= 1/27
5th term= ar^4= 1/729
4th term/ 5th term= 1/r = 27
so, r= 1/3^3
a=3^6
sum= 3^6 {1- (3^ -3 )^n}/ { 1-3^-3}
= 3^9(1- 3^-3n)/26
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