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The sum of an infinitely many terms of a GP is 3 times the sum of even terms.. The common ratio of the GP is
I am getting 2 as the answer
@gorv
lets the gp a ar ar^2 ar^3 ar^4............ sum of infinite series=a/(1-r) even term ar ar^3 ar^5................ it will also be infinite so sum = ar/(1-r^2)
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i did the same thing
\[\frac{ a }{ 1-r }=3*\frac{ ar }{ 1-r^{2} }\]
yes
then r^2 -3r +2 = 0
\[\frac{ a }{ 1-r }=3*\frac{ ar }{ (1+r)(1-r) }\]
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r=1 or r=2
1-r will get cancel from both side
and a also get cancelled
so 1=3r/(1+r) 1+r=3r 1=2r r=1/2
why my method won't work
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@gorv
can u sjow me what u did???
yes
|dw:1411663413032:dw| |dw:1411663436625:dw| |dw:1411663490549:dw|
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