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lim-x-x-2-x-sinx-




Question Number 28096 by tawa tawa last updated on 20/Jan/18
lim_(x→∞)   (x^2 /(x − sinx))
limxx2xsinx
Commented by abdo imad last updated on 20/Jan/18
= lim_(x→∝  )   (x/(1−((sinx)/x)))   but   /((sinx)/x)/≤   (1/(/x/)) _(x→∝) →0  ⇒  lim_(x→∝)    (x^2 /(x−sinx)) = lim _(x→∝)  x= ∝  .
=limx→∝x1sinxxbut/sinxx/1/x/x→∝0limx→∝x2xsinx=limx→∝x=.
Commented by tawa tawa last updated on 21/Jan/18
God bless you sir
Godblessyousir

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