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lim-x-ln-10-17-17-10-x-




Question Number 103655 by Study last updated on 16/Jul/20
lim_(x→∞) (−ln((10)/(17)))^(((17)/(10))x) =???
limx(ln1017)1710x=???
Commented by JDamian last updated on 16/Jul/20
∞
Commented by Study last updated on 16/Jul/20
what is the practice?
whatisthepractice?
Commented by Worm_Tail last updated on 16/Jul/20
lim_(x→∞) (−ln((10)/(17)))^(((17)/(10))x) =???  lim_(x→∞) (ln(((10)/(17)))^(−1) )^(((17)/(10))x) =  lim_(x→∞) (ln(1.7))^(1.7x) =  0<ln1.7<1⇒lim_(x→oo) (ln(1.7))^(oo) =0
limx(ln1017)1710x=???limx(ln(1017)1)1710x=limx(ln(1.7))1.7x=0<ln1.7<1limxoo(ln(1.7))oo=0

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