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lim x->0 (x^2-2x+sinx/x) How do I find the limit using: lim x=0 sinx/x=1
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just separate out the limits, lim x->0 (x^2-2x+sinx/x) = lim x->0 (x^2) - lim x->0 (2x) +lim x->0 (sinx/x) the last limit is =1 for others, just plug in x=0
So the answer is simply 1?
or was it (x^2-2x+sin x) / x ? if its (x^2-2x+sinx/x) then yes, limit =1
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