# Select the second function in "Limits at Infinity", y(2x2 -x(3x2 -x+ 1)lim f(x)(a) With the default view 0 s xs10, estimate the value of LX co(b) Set e 0.06 and use the N-slider below the graph to find the smallest value for N so that the portion of the curve to the right of x = N is contained in the interval(L E, L+e)(c) Change the graph view to 0sxs 50. Is the curve to the right of x = N still contained in the interval (L - e, L + e)?YesNoShould you revise your estimate for the value of the limit?YesNo(d) Click Zoom in and expand the graph view to 0sx 500. Set the estimated limit value to 0.667 and e = 0.002. What is the smallest value of N that satisfies the limitdefinition?lim (2x2 - x/(3x2 - x + 1) using the techniques of Section 2.5X co(e) Compute the value of

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