In Exercises 70-15, graphs of functions are shown in
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Precalculus (6th Edition)
- How do you find the domain for the composition of two functions, fg ?arrow_forwardConsider the function f and its derivatives below. f'(x) = -2(2³-32) (³+64)² 6x²(³-128) (3+64)3 f"(x) = f(x) = 3 +64 Fill in the table below. For answers that require intervals, use interval notation and write your answer as a comma-separated list of intervals that are as inclusive as possible. Write "NONE" as your answer, if appropriate. Your answers must be exact or accurate to two decimal places. 2 1.26 38=2 4 1.59 16 2.51 √32 3.17 equations of vertical asymptote(s) of f: equations of horizontal asymptote(s) of f: f is decreasing on: f is increasing on: z-coordinate(s) of each local minimum of f: z-coordinate(s) of each local maximum of f: f is concave down on: f is concave up on: 01 x-coordinate(s) of each inflection point of f: √64=4 128 5.04 Sin den Jaarrow_forwardSketch the graph of a function y = x". x*.arrow_forward
- is known that the points (4, 7), (8, 11) and (14, 18) are on the graph of the function y = f(x). It is also known that the inverse of y = f(x) is also a function. Given this information, determine: a) f(14) b) f^-1(11)arrow_forwardPlease correct me answer both each blank answered thanksarrow_forwardSketch the derivative of the graph given (with explanation)arrow_forward
- x=[-5,-4,-3,-2,-1,0,1,2,3,4,5], A= [0.45 0.61 0.75 0.88 0.96 1 0.96 0.88 0.75 0.60 0.45]. for y= (4-x^2)/2 Find membership values according to A.arrow_forward-2-1 Hw/ sketch 2メー1 The graph of F(X)=3arrow_forwardDescribe a translation of the graph that will result in a function with (a) four distinct real zeros, (b) two real zeros, each of multiplicity 2, (c) two real zeros and two imaginary zeros, and (d) four imaginary zeros.arrow_forward
- Use f (x) = x – 3 and g (x) = to find the x+3 given functions. (2 points each) 1) g • f 2) g • g Find the inverse of f. (3 points each) 4х-3 3) f (x) = 1-8х 4) f (x) = 2 Submit Assignment ( Previous Next 000 000 Dashboard Calendar To Do Notifications Inboxarrow_forward1) Give an example of a function whose domain does not include x = -2 or x = 2. 2) Give an example of a function whose domain is [-2, 2]. 3) Give an example of a function whose domain is (-2, 2).arrow_forward
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