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Use a computer algebra system to graph f and to find f' and f". Use graphs of these derivatives to find the following. (Enter your answers using interval notation. Round your answers to two decimal places.) Vx f (x ) = x2 + 4x + 10 (a) the interval the function is increasing 0 , 2 - V34 3 (b) the interval the function is decreasing 2- V 34 3 - ,00 (c) the maximum value(s) of the function (Enter your answers as a comma-separated list.) (d) the inflection point of the function ( x, y) = ( (e) the interval the function is concave up (f) the interval the function is concave downUse a computer algebra system to graph fand to find f' and 1"". Use graphs of these derivatives to find the following. x) : (X2 _ 36)earl:tan(x) The interval where the function is increasing. (Select all that apply.) III (2.35, 00) III (00, 2.35) D (2.35, 2.35) D (00: w) CI none of these The interval where the function is decreasing. (Select all that apply.) D (2.35, no) D (00, 2.35) D (O, 2.35) D (00, 00) CI none of these The minimum value of the function. (Round your answer to two decimal places.) \\:| The inflection points of the function. (Round your answers to two decimal places.) (X. y) = (|:| ) (smaller xvalue) (X, y) = (|:| ) (larger xvalue) The interval where the function is concave up. (Select all that apply.) D (00, 3.60) D (3.60, 0.43) D (0.43, 00) D (00: w) D none of these The interval where the function is concave down. (Select all that apply.) D (00, 3.60) D (3.60, 0.43) D (0.43, 00) D (00, 00) CI none of these