the first term of a g. p is 4 and 4th term is 108. find the common ratio and the sum of four term.
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If the 3rd term of GP is 12 and the 6th term is 96, then what is the sum of the 9th term?
ar^2=12 …(i)
ar^5=96 …(ii)
Dividing (ii) by (i)
r^3=8
Or, r=2
Sum of a gp is
S= a(r^n-1)/(r-1)
Therefore, S=1533
I hope this will help you
If the 3rd term of GP is 12 and the 6th term is 96, then what is the sum of the 9th term?
ar^2=12 …(i)
ar^5=96 …(ii)
Dividing (ii) by (i)
r^3=8
Or, r=2
Sum of a gp is
S= a(r^n-1)/(r-1)
Therefore, S=1533
I hope this will help you
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