Please help 73 In Problems 27–32, the graph of a one-to-one function f is §28.y = x27.y(1, 2)(0, 1),(-1,0)to do s o3 X-3(-2, -2)(-2, -2)(h)-) () (E--310 og y= xy A330.lo niemob(-2, 1). d)-33 x-3(1,-1)-3F-3In Problems 33–42, verify that the functions f and g are inverovalues of x that need to be excluded from the don33. f(x) = 3r g(* - 1)2 + 2.70.73. Use the graph of y = f(x) given in Problem 27 to evaluate74. Use the graph of y = f(x) given in Problem 28 to evaluatey=f(x) to represent a function, an applied problem might use C = C(q) toof this, the inverse notation f¯ used in a pure mathematics problem is not useinits manufactured, and q = q(C) is a function that represents the number -ofa function such as C = C(q) will be q = q(C). So C = C(q) is a funcIn applications, the symbols used for the independent and dependent varia=89, Vehicle Stopping Distance Taking into account reaction time,82. Fthe following:(b) f(1)(c) f¯1(1)(d) f1(2)(a) f(-1)83. Ethe following:(c) f'(0)(d) f-'(-1)13 and fis one-to-one, what is f(13)?-1/21984.(a) f(2) (b) f(1)75. If f(7)76, If g(-5) = 3 and g is one-to-one, what is g¯1(3)?77. The domain of a one-to-one function f is [5, 0), and itsrange is [-2, 0). State the domain and the range of f-1.85.86.78. The domain of a one-to-one function f is [0, ∞), and itsrange is [5, ∞ ). State the domain and the range of f.79. The domain of a one-to-one function g is (-∞,0], and itsrange is [0, ∞ ). State the domain and the range of g.80. The domain of a one-to-one function g is [0, 15],and its rangeis (0, 8). State the domain and the range of g.87.88.Ol. A function y = f(x) is increasing on the interval [0, 5].Whatconclusions can you draw about the graph of y = f"(x)?%3D%3Dthe distann to a complete

Name: Please help 73 In Problems 27–32, the graph of a one-to-one function f
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Description: Please help 73 In Problems 27–32, the graph of a one-to-one function f is §28.y = x27.y(1, 2)(0, 1),(-1,0)to do s o3 X-3(-2, -2)(-2, -2)(h)-) () (E--310 og y= xy A330.lo niemob(-2, 1). d)-33 x-3(1,-1)-3F-3In Problems 33–42, verify that the functions