Algebra 1 – Partner Multiple Choice Review
1) Write an expression or the phrase. 8 minus a number
a) 8 – n
b) n – 8
c) 8 + n
d)
2) Evaluate -x + 3.2 for x = 0.8.
a) 4
b) -2.4
a) 24
b) -8
a) -3
b) 12
a) -70
b) -10
c) 2.4
d) -4
3) Evaluate x(-y + z) for x = 4, y = 4, and z = 2.
4) Evaluate
c) 2
d) -14
for a = -6 and b = -2.
c) -12
d) 3
Solve the equation.
5) -8 =
c) 10
d) -2.8
6) 10 = -x + 18
a) 8
7)
a) 24.75
8) Simplify.
a)
b) -8
c) 28
b) 32.25
b)
d) -28
c) 44
c)
d)
d) 4/3
The pair of figures is similar. Find x.
9)
a) 4
10) Find the length of the missing side.
a) 15.2
b) 1.2
b) 12.6
c) 10/3
c) 2.8
d) 30
d) 232
11) Which is a solution of the inequality?
X > 14.5
12) Graph the inequality. X > 3
13) x + 10
13
a) -10
b) 5
c) 17
d) 14.5
14) Evaluate f(x) = -3x – 6 for x = 2
a) 0
b) -42
c) -12
d) 12
b) -1/3
c) 1/3
d) -3
15) Find the slope of the line that passes through the pair of points.
(5, 9) and (2, 10)
a) 3
16) Find the x- and y- intercept of the line.
-2x + 6y = 24
a) x = 12, y = 4
b) x = -12, y = 4
c) x = -12, y = -4
d) x = 26, y = 18
17) The grocery store sells pears for $2.19 a pound and bananas for $1.85 a pound. Write an equation in standard form
for the weights of the pears, p, and the bananas, b, that a customer could buy with $9.
a) 2.19 + 1.85 = 9
b) 2.19p + 1.85b = 9
c) 2.19b + 1.85p = 9
d) 2.19p = 1.85x – 9
18) Is (0, 2) a solution this system of equations?
y  x2
y  2 x  2
a) yes
b) no
19) What is the solution to the system of equations?
a) (1, 6)
b) (6, 1)
c) (6, -1)
d) (-1, 6)
20) Which set of equations will result in parallel lines when graphed?
a)
y  2x  3
y  12 x  7
b)
y  2x  3
y  2x  7
c)
y  2x  3
y  2 x  7
d)
y  2x  3
y  21 x  6
21) What is the solution to parallel lines?
a) a point
b) no solutions
c) many solutions
22) Solve the system of equations by substitution.
y  5x
5x  4 y  5
a) (0.2, 1)
b) (1, 0.2)
c) (0.5, 2.5)
d) (2.5, 0.5)
23) Solve.
6x + 6 = 12x + 18
a) x = 2
24) Solve.
2(x + 8) = -10x + 24
a) x = -4/3
25.) Solve.
3x + 8 > 5x + 12
a) x > -2
26) Solve.
-4(x – 12) > 20
a) x < 7
b) x = 4
c) x = -2
b) x = 2/3
b) x > 0.5
b) x > 7
c) x = 1
c) x < 0.5
c) x < - 17
d) x = 1.5
d) x = 8/3
d) x < -2
d) x < -8