1.) Given the function f (x) = 3x - 6x- + 2x + 1 find and label any points that are relative maximums/minimums. 2.) From the graph below please let me please let me know which points (if any) produce: Absolute Maxima Absolute Minima . . Relative Maximum Relative Minimum F E A 3.) Find the interval where the following function is increasing/decreasing and then the interval where the function is concave up/concave down. f(x) = -e*(x -1)4.) Determine whether Rolle's Theorem applies. If 50. find the paint guaranteed to exist. x) =x3 x2 5x 3 an[1.3] 5.} Determine whether Mean Value Theorem applies. If so, nd the point guaranteed to exist. x} = '1 fan [1.2] 6.} Determine whether Mean Value Theorem applies. If so, find the point guaranteed to exist. I: f(x) = 35in(21) 011 [0,1] 7.} Describe the difference between Rolle's theorem and Mean Value Theorem. 8.) Find positive numbers it and V such that 3n; = 12 and the sum 2): + y is as small as possible