Please further explain the answer to this question. That is how to get -1 over the root of 1 and plus 1 from step 4.

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2. Compute the following limits if it exists. If it does not exist, state as such. (a) lim (√x²-x-x) Solution: lim (√x²-x-x) = lim 148 = lim ∞04-1 = lim 1-80 = lim 14∞ (x²-x)=x² √1+1 -X +x -x+x +1 -1 +1 2. Compute the following limits if it exists. If it does not exist, state as such. (a) lim (√x²-x-x) Solution: lim (√x²-x-x) = lim 148 = lim ∞04-1 = lim 1-80 = lim 14∞ (x²-x)=x² √1+1 -X +x -x+x +1 -1 +1

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Given limit L lim oc x x 878 Rationalization L L xx 2 xx 2 lim xxx xxx x ... View the full answer