the nth term of a gp
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Answered by
6
nth term of G.P is a(r to the power of n -1)
a is first term
r is the common ratio
n belongs to positive natural numbers.
G.P series :ar+ar²+ar³+---+ar^n-1
hope it helps
a is first term
r is the common ratio
n belongs to positive natural numbers.
G.P series :ar+ar²+ar³+---+ar^n-1
hope it helps
nerul42:
The nth term of a gp is (2^(2n-1))/3 for all values of n. find the sum of first 3 terms and calculate the sum of the first 10 terms
pls help for this
now is it ok
start the gp with a
ya
u must write nth term only an
not sn
oh.. sorry
write a, ar, ar^2......
it is not sn also
Answered by
3
nth term of a GP = a (r)^(n-1)
Where,
a = First term of the GP
r = Common ratio
n = number of terms
a (r) power( n-1)
:)
Where,
a = First term of the GP
r = Common ratio
n = number of terms
a (r) power( n-1)
:)
Plz , explain the terms a, r , n
opps.. im really sorry.. i will do ygat right away
*that
:)
hey bro
check is it correct?
The nth term of a gp is (2^(2n-1))/3 for all values of n. find the sum of first 3 terms and calculate the sum of the first 10 terms
pls help for this
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