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a limit question
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\[\lim_{n \rightarrow \infty}a(1-r^n)/(1-r)\]
if |r|<1 then the value tends to a/(1-r). if |r|>1 then the value tends to infinity ( assuming a>0 )
don't really understand, how can |r|<1 happen when you have already that the absolute value of it
i'm sorry but can u pls elaborate ur query...
ahh.. nothing
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by tht u meant u understood or sumthing else...
ahhh i understand it thanks!!!!! you've saved my life!!!
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