(a)
To fill: The blanks provided for the statement “In the given graph of a function, as
(b)
To fill: The blanks provided for the statement “In the given graph of a function, as
(c)
To fill: The blanks provided for the statement “In the given graph of a function, as
(d)
To fill: The blanks provided for the statement “In the given graph of a function, as
(e)
To fill: The blanks provided for the statement “The given graph of a function is increasing over the interval(s) _____________”
(f)
To fill: The blanks provided for the statement “The given graph of a function is decreasing over the interval(s) _____________”
(g)
To fill: The blanks provided for the statement “In the given graph of a function, the domain is _____________”
(h)
To fill: The blanks provided for the statement “In the given graph of a function, the range is _____________”
(i)
To fill: The blanks provided for the statement “In the given graph of a function, the vertical asymptote is the line _____________”
(j)
To fill: The blanks provided for the statement “In the given graph of a function, the horizontal asymptote is the line _____________”
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COLLEGE ALGEBRA
- EXERCISE 2.9.3: Floor and ceiling functions. Compute the value of each expression. (a) ⌊−3.7⌋ (b) ⌈−4.2⌉ (c) ⌈5⌉ (d) ⌊⌊3.5⌋−4.3⌋ (e) ⌊32+⌈13⌉⌋arrow_forwardIn Exercises 57–62, find the zeros of ƒ and sketch its graph by plotting points. Use symmetry and increase/decrease information where appropriate. 57. f(x) — х? — 4 58. f(x) = 2x2 – 4 %3D %3D 59. f(x) — х3 — 4х 60. f(x) — х3 61. f(x) =2 – x3 62. f(x) = (x – A)¾i+ate Windarrow_forwardFor Exercises 75–84, determine the r- and y-intercepts for the given function. (See Example 7) 75. f(x) = 2x – 4 76. g(x) = 3x – 12 77. h(x) = |x| – 8 78. k(x) = -|x| + 2 79. p(x) = -x + 12 80. q(x) = - 8 81. r(x) = |x – 8| 82. s(x) = |x + 3| 83. f(x) = Vx – 2 84. g(x) = – Vx + 3arrow_forward
- 1. Write as a piecewise function f(x) = |x +4| x - 5arrow_forwardFor Exercises 61–66, fill in the blanks and determine an equation for f(x) mentally. 6 from x. 62. If function f multiplies x by 2, then f 61. If function f adds 6 to x, then f Function f is defined by f(x) = x + 6, and function f is defined by fx) = -1 by 2. Function f is defined by f(x) = 2x, and function -1 f is defined by f'(x) = 63. Suppose that function f multiplies x by 7 and subtracts 4. Write an equation for f(x). 64. Suppose that function f divides x by 3 and adds 11. Write an equation for f(x). 65. Suppose that function f cubes x and adds 20. Write an equation for f'(x). 66. Suppose that function f takes the cube root of x and subtracts 10. Write an equation for f(x).arrow_forwardIt indicates the correspondence rule and determines whether or not it is functionarrow_forward
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