Find the limit. (If the limit is infinite, enter 'infty ' or '-infty ', as appropriate. If the limit does not otherwise exist, enter DNE.) lim_(x->infty )(sqrt{x+6x^2})/(7x-1)
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\lim_(x->\infty )(\sqrt{x+6x^2})/(7x-1) = \lim_(x->\infty )(\sqrt{x+6x^2}/x)/(7x/x - 1/x) = \lim_(x->\infty )(\sqrt{1/x + 6})/(7 - 1/x) Show more…
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