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Question Number 197281 by cortano12 last updated on 12/Sep/23

      lim_(x→0)  ((sin x−x+2x^5 )/(3x^3 )) =?

limx0sinxx+2x53x3=?

Answered by MM42 last updated on 12/Sep/23

lim_(x→0)  ((−(1/6)x^3 +2x^5 )/(3x^3 )) =−(1/(18)) ✓

limx016x3+2x53x3=118

Answered by tri26112004 last updated on 13/Sep/23

= lim_(x→0)  ((cos x + 10x^4 −1)/(9x^2 ))  = lim_(x→0)  ((−sin x + 40x^3 )/(18x))  = lim_(x→0)  ((−cos x + 120x^2 )/(18))   = − (1/(18))

=limx0cosx+10x419x2=limx0sinx+40x318x=limx0cosx+120x218=118

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