The points that touch the x-axis
A) never touches the y-axis
B) (1,0)
C) never touches the x-axis
D) (0,1)
B) (1,0)
Factor: 7x2 +49x
A) 7x(x+7)
B) 7(x+7)
C) x(x+7)
D) (x-7)(x+7)
A) 7x(x+7)
Solve: 6y2 = -3y +3
A) -1/2, 1
B) -1/2, -1
C) 1/2, -1
D) 1/2, 1
C) 1/2, -1
Evaluate: 52 x 54
A) 5-2
B) 58
C) 52
D) 56
D) 56
Write in Radical Form:
51/2
A) ⎷5
B) ⎷25
C) 5
D) (⎷5)1/2
A) ⎷5
The function that is in pieces
a) Rational function
b) Linear function
c) Exponential function
d) Piecewise function
D) What is a piecewise function?
Factor: x2- 81
A) (x+9)(x+9)
B) x(x+9)
C) (x-9)(x+9)
D) 9(x+9)
What is a difference of squares?
C) (x-9)(x+9)
Solve: 12x2 = -25x + 50
A) 5/4, -10/3
B) -5/4, 10/3
C) -5/4, -10/3
D) 5/4, 10/3
A) 5/4, -10/3
Evaluate: 48/44
A) 432
B) 44
C) 4-4
D) 412
B) 44
Write in exponential form:
6⎷y5
A) y6/5
B) y25/36
C) y5/6
D) y11
C) y5/6
The end behaviors
A) What does y approach when x approaches - infinity?
As x->-infinity, y->0
What does y approach when x approaches infinity?
As x-> infinity, y->0
B) What does y approach when x approaches - infinity?
As x->-infinity, y-> -infinity
What does y approach when x approaches infinity?
As x-> infinity, y->infinity
C) What does y approach when x approaches - infinity?
As x->-infinity, y-> -infinity
What does y approach when x approaches infinity?
As x-> infinity, y->0
D) What does y approach when x approaches - infinity?
As x->-infinity, y->0
What does y approach when x approaches infinity?
As x-> infinity, y->infinity
A) What does y approach when x approaches - infinity?
As x->-infinity, y->0
What does y approach when x approaches infinity?
As x-> infinity, y->0
Factor: x2-10x+25
A) 5(x-5)
B) (x-5)(x-5)
C) (x+5)(x-5)
D) 5(x+5)
B) (x-5)(x-5)
Solve: 49x5 + 35x4 +28x +20
A) -5/7, (+ or -)⎷4/7
B) 5/7, (+ or -)⎷4/7
C) -5/7, (+ or -)4⎷4/7
D) -5/7, (+ or -)4⎷-4/7
D) -5/7, (+ or -)4⎷-4/7
Evaluate: ((72)4)2
A) 78
B) 7-4
C) 716
D) 72
C) 716
4⎷x8x6
A) x1/2
B) x2
C) x6
D) x8
A) x1/2
What type(s) of discontinuities is/are there? How many?

A) 2 Removable Discontinuities.
B) There are 2 Jump Discontinuities.
C) Infinite Discontinuities; two asymptopes
D) No Discontinuities
B) There are 2 Jump Discontinuities.
Factor: 8x3+4x2+2x+1
A) (4x2+1)(2x+1)
B) (4x2-1)(2x+1)
C) (4x2-1)(2x-1)
D) (4x2+1)(2x-1)
A) (4x2+1)(2x+1)
Solve: x4 - 16
A) -4, 4
B) 2
C) 2, -2
D) -2
C) 2, -2
Evaluate: 62 82
A) 142
B) 144
C) -22
D) 482
D) 482
(g4/g-2)3/6
A) g1/3
B) g3
C) g12
D) g18
B) g3
What is the domain and range of this graph?
A) Domain: [0,infinity)
Range: (0, infinity)
B) Domain: (0, infinity]
Range: [-infinity, infinity]
C) Domain: (-infinity, infinity)
Range: [0,infinity)
D) Domain: (-infinity, infinity)
Range: (0, infinity)
C) Domain: (-infinity, infinity)
Range: [0, infinity)
Factor: -7x4^4 - 7 + 56x2^2 - 35
A) 7(x4 + 5x3- 8x2+ 1)
B) 7(-x4- 5x3 - 8x2 + 1)
C) -7(-x4- 5x3+8x2-1)
D) 7(-x4 - 5x3 + 8x2 - 1)
D)7(-x4 - 5x3 + 8x2 - 1)
Solve: x2 - x = -2
A) 1(+ or -)i√7/2
B) 1(+ or -)i√2/7
C) 2(+ or -)i√7/2
D) 2(+ or -)i√2/7
A) 1(+ or -)i√7/2
Evaluate: 44/44
A) 48
B) 1
C) 416
D) -1
B) 1
(4⎷y2 x 8⎷y4)2
A) y4
B) y
C) y8
D) y2
D) y2