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Let / (x] - x - de+3 Given the graph of a function y - /(3). 1. Find the domain of /. Let T be the tangent line to the graph of J 2. Graph the function /: Use the key fea- at the point (-1, -2). 1. Show that there exists a in (-3,-2) 1. Solve /(3) 50 such that /(a) - 0 2. Find the equation of tangent line T 4. Find the absolute minimum and maxi- 3. If /(x] - arthr pretd, find a, bed mum of f on [o, 2] 4. Find the inflection point(s) then solve 5. Find -V3 5 e 5 0 such that /(e) = 10 - 1-Va Let /(oj 1. Find the domain of /. 1 2 4 2. Graph the function /: Use the kay fea- -1 3. Find the absolute minimum and maxi- -2 mum of f on [4, 8] 4. Find 0