find the number of terms in the G.P 6, 12,24..........,1536
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your answer
explaination :-
given to us :-
> first term = 6
> common ratio =2 [ 12/6 , 24/12]
> last term =1536
formula :-
> last term = a×r^n-1
> 1536= 6×2^( n-1)
> 1536/6 =2^(n-1)
> 256=2^(n-1)
now 256 can be written as 2^8
> 2^8= 2^n-1
[ 2 gets cancelled from both the sides]
> 8=n-1
> 9=n
hope helps
@AnanyaR☺
explaination :-
given to us :-
> first term = 6
> common ratio =2 [ 12/6 , 24/12]
> last term =1536
formula :-
> last term = a×r^n-1
> 1536= 6×2^( n-1)
> 1536/6 =2^(n-1)
> 256=2^(n-1)
now 256 can be written as 2^8
> 2^8= 2^n-1
[ 2 gets cancelled from both the sides]
> 8=n-1
> 9=n
hope helps
@AnanyaR☺
shivam8558:
hlo anu
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