1,2

v 1! Problem 1. Sketch the graph of the curve y = 3326\"":2 at all points Where dened, including all of the following features: the yintercept (if any), all xixintercepts (if any), all discontinuity points (if any), all vertical asymptotes (if any), all nondii'ferentiable points (if any), Whether the function is even / odd (or neither), all horizontal asymptotes (if any), all critical points (if any), all local maxima (if any), all local minima (if any), all inection points (if any), all intervals on which the function is increasing (if any), all inter vals on which the function is decreasing (if any), all intervals on which the function is concave up (if any), all intervals on which the function is concave down (if any). You'may use a graphing calculator or cemputer to check your work, but please show all work justifying your sketch using methods of calculus. In particular, leave all radicals in the coordinates of your special _ points unevaluated. Problem 2. Repeat the exercise above with y = (fag/(:32 1)