Type:
Test Bank
Resource:
Calculus Early Transcendentals
Edition:
13th Edition
Author(s):
George B. Thomas Maurice Weir Joel Hass
Exam Name___________________________________ MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Find the domain and range of the function. 1) f(x) = -6 A) D: (-∞, ∞), R: (-∞, ∞) B) D: (-∞, -6], R: (-∞, ∞) C) D: (-∞, ∞), R: (-∞, -6] D) D: (-∞, ∞), R: [-6, ∞) 2)
F(t) = - 10 A) D: (-∞, ∞), R: [-10,∞) C) D: [0, ∞), R: (-∞, -10]
2) _______ B) D: [-100,∞), R: [-10,∞) D) D: (-∞, ∞), R: (-∞, ∞) 3) _______
3) g(z) = 2 A) D: [0,∞), R: (-∞,2] C) D: (-∞,2], R: (-∞, ∞)
B) D: (-∞, ∞), R: (-∞,2] D) D: (-∞,0], R: [2,∞) 4) _______
4) f(x) = 5 + A) D: (-∞,0], R: (-∞,5] C) D: [0,∞), R: [5,∞)
1) _______
B) D: (-∞, ∞), R: [5,∞) D) D: [0,∞), R: (-∞, ∞) 5) _______
5) F(t) = A) D: (-∞,∞), R: (-∞,∞) C) D: [0,∞), R: (-∞,∞)
B) D: (0,∞), R: (0,∞) D) D: (-∞,0), R: (-∞,0) 6) _______
6) g(z) = A) D: [1,∞), R: (-∞,∞) C) D: [0,∞), R: (-∞,∞)
B) D: (-1,∞), R: (-∞,0) D) D: (-∞,-1), R: (0,∞) 7) _______
7) f(x) = A) D: (-∞,0], R:(-∞,0]
B) D: [0,∞), R: D) D: [0,∞), R: (-∞,∞)
C) D: (-∞,∞), R:
8) _______
8) F(t) = A) D: (0,∞), R: (0,∞) C) D: (-∞,0), R: (-∞,0) 9)
g(z) = A) D: [0,∞), R: (-∞,∞) C) D: (-2,2), R: (-2,2)
Determine whether or not the graph is a graph of a function of x. 10)
B) D: [0,∞), R: [0,∞) D) D: (-∞,∞), R: (-∞,∞) 9) _______ B) D: (-∞,∞), R: (0, 2) D) D: [-2,2], R: [0,2]
___ ___
10)
A) Function
B) Not a function 11) ______
11)
A) Not a function
B) Function 12) ______
12)
A) Function 13)
B) Not a function
___ ___
13)
A) Not a function
B) Function 14) ______
14)
A) Not a function
B) Function 15) ______
15)
A) Function
B) Not a function
Find the formula for the function. 16) Express the perimeter of a square as a function of the square's side length x. A) p = 4x B) C) p = 6x
16) ______ D)
p=
p= 17) Express the area of a square as a function of its side length x. A) B) A = 4x C) A= A= 18) Express the length d of a square's diagonal as a function of its side length x.
17) ______ D) A = 2x 18) ______
A) d = x
B) d = x
C) d = 2x
D) d = x
19) Express the perimeter of an isosceles triangle with side lengths x, 5x, and 5x as a function of the side length. A) B) p = 10x C) D) p = 11x p = 10 p = 25
19) ______
20) Express the area of a circle as a function of its radius r. A) B) A = 2πr C) A = πr A=π
20) ______
22)
π
V=
V=
D)
V=π
π
A point P in the first quadrant lies on the graph of the function f(x) = line joining P to the origin as a function of x. A) m = 2x B) C) m=
23)
π
A=π 21) ______
21) Express the volume of a sphere as a function of its radius r. A) B) C) V=
D)
. Express the slope of the
22) ______
D) m = x
m=
A point P in the fourth quadrant lies on the graph of the function f(x) = of the line joining P to the origin as a function of x. A) m = -2x B) m = x C) m = -x
. Express the slope
23) ______
D) m=
Find the domain and graph the function. 24) f(x) = -6x + 8
A) D: (-∞, ∞)
24) ______
B) D: (-∞, ∞)
C) D: [0, ∞)
25) g(x) = -7 + 2x - x2
A) D: (-∞, ∞)
D) D: (-∞, ∞)
25) ______
B)
C) D: (-∞, ∞)
26) F(x) =
A) D: (-∞, ∞)
D: (∞, 6]
D) D: (-∞, ∞)
26) ______