Evaluate the limit of: limx→−1(x2+2)x2+x+5−−−−−−−−√

Evaluate these limits.(Enter answer as a decimal. Enter INF if the limit is +∞; -INF if the limit is −∞; and DNE if the
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Work out the problem and explain your steps as you go please!1. Find the limit by numerical evidence of limx -->4 x3+4x2-7x-5 2.
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Evaluate the limit of:limx→−1(x2+2)x2+x+5−−−−−−−−√
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Evaluate the following limit:lim x->0 xcscx =limx->0 x/sinx Does it equal one because the reciprocal is 1/1=1?
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Prove the theorem that if limx¡úd h(x)= P and limx¡úd k(x) = Q and h(x) ¡Ý k(x) for all x in an open interval containing
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1. Does the limit limx-->0:6[[x]] exist?2. Does the limit limx-->3[[x]] exist? [[x]] is less or equal to x.
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Find the limit as x approaches infinity of (lnx)^(1/x). This unit is on L'Hopital's rule. I know that the answer is 1, I just
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which of the following about the functionf(x) = 2x, 0<x<1 1, x=1 -x+3, 1<x<2 is not true? a. f(1) does not exist b. limx->0+
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What is the limit of f(x)=1x as x tend to the y-axis limx→0+1x?
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evaluate limx->c (x^4-c^4)/(x^2-c^3)
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