If `a_n=3/4-(3/4)^2+(3/4)^3+...(-1)^(n-1)(3/4)^n` and `b_n=1-a_n`, then find the minimum natural number n, such that `b_n>a_n`

If quad a_(n)=(3)/(4)-((3)/(4))^(2)+((3)/(4))^(3)+...(-1)^(n-1)((3)/(4)) and b_(n)=1-a_(n), then find the minimum natural number n,such that b_(n)>a_(n)

Let A_n=(3/4)-(3/4)^2+(3/4)^3+….+(-1)^(n-1)(3/4)^n and B_n = 1-A_n . find the least odd natural numbers n_0 , so that B_ngtA_n A for all ngen_0

Let A_n=(3/4)-(3/4)^2+(3/4)^3+….+(-1)^(n-1)(3/4)^n and B_n = 1-A_n. find the least odd nastural numebr s n_0, so that B_ngtA_n Aangen_0

Let A_n = (3/4) -(3/4)^2 + (3/4)^3 +.....+(-1)^(n - 1) (3/4)^n , B_n = 1 - A_n . Find a least odd natural number n_0 , so that B_n gt A_n forall n ge n_0 .

If a_n=n/((n+1)!) then find sum_(n=1)^50 a_n

If a=3, d = 5, S_n=1010 . Then find 'n' and a_n .

If a_n=(n(n+1))/2 a_4 =…..

If a= 4, d= 3, S_n=69 . Then find 'n' and a_n .

If a_1=1a n da_(n+1)=(4+3a_n)/(3+2a_n),ngeq1,a n dif("lim")_(nvecoo)a_n=a , then find the value of adot