Solve the equation. 96) - 8 27 y = - 32 63 A) 12 7 B) 3 28 C) 16 21 D

Solve the equation.
8
32
96) y=27
63
Find the volume.
100)
A)
12
7
B)
3
28
C)
16
21
D)
21
16
21
ft
2
Objective: (4.7) Solve Equation Containing Fractions
A) 112 ft3
Solve the problem.
97) The weekly output goal of ABCD Co. is given
x
by the expression: 100 + , where x is the
4
C) 17
Write the decimal as a fraction or mixed number
in lowest terms.
102) 0.5
B) 1248 in. 2
D) 624 in. 2
Objective: (4.8) Find Area of Triangle
Find the perimeter of the shaded triangle.
99)
8
1
yd
4
1
C) 20 yd
4
A)
5
100
B)
5
10
C)
1
2
D)
1
10
Objective: (5.1) Write Decimal as a Fraction
3
yd
4
Write the decimal in numbers.
103) Fifty six hundredths
A) 50.6
B) 0.056
C) 0.56
D) 56
1
5 yd
2
A) 21
1 3
ft
6
Objective: (5.1) Identify Digit With Given Place
Value
39 in.
32 in.
A) 838.5 in. 2
C) 760.5 in. 2
D) 100
Identify the digit with the given place value.
101) 0.38945
hundredths
A) 0
B) 8
C) 5
D) 0.08
Objective: (4.7) Solve Apps: Fractions
43 in.
5 3
ft
6
B) 56 ft3
Objective: (4.8) Find Volume of Rectangular Solid or
Pyramid
input in pieces. The output goal for next week
is 288. What is the input in pieces?
A) 752 pieces
B) 172 pieces
C) 47 pieces
D) 300 pieces
Find the area.
98)
16
ft
3
2 ft
Objective: (5.1) Given Words, Write Decimal in
Numbers
7 yd
B) 38
1
yd
2
Round the number to the place indicated.
104) Round to the nearest thousandth: 1.2742
A) 1.275
B) 1.27
C) 1.26
D) 1.274
1
D) 19 yd
4
Objective: (4.8) Find Perimeter of Triangle
Objective: (5.2) Round Decimal to Indicated Place
11
In order to prepare her budget, Sue gathers
receipts for all major expenses she has had over
the last month. Round the figure to the nearest
dollar.
105) Groceries, $473.02
A) $472
B) $474
C) $473.10
D) $473
First, use front-end rounding to round each
number and estimate the answer. Then, find the
exact answer.
111) Ray's gross pay is $313.08 per week. $53.50
is withheld for federal income tax, $28.51 for
FICA tax, and $14.62 for other deductions.
Find his net pay.
A) Estimate: $210; exact: $216.45
B) Estimate: $210; exact: $245.69
C) Estimate: $220; exact: $231.07
D) Estimate: $230; exact: $226.45
Objective: (5.2) Round Monetary Amount to Nearest
Dollar
Find the sum.
106) 92.03 + 1.081 + 4.144 + 7.03
A) 104.385
B) 104.285
C) 105.285
D) 104.295
Objective: (5.3) Solve Apps: Estimate and
Add/Subtract Decimals
Multiply.
112) (-3.2)(-19.7)
A) 63.04
C) -16.5
Objective: (5.3) Add Decimals Horizontally
Subtract the following numbers.
107) 14.450 - 10.979
A) 3.471
B) 3.371
C) 3.571
D) 25.429
Objective: (5.4) Multiply Signed Decimals
First use front end rounding to estimate the
answer. Then multiply to find the exact answer.
estimate
exact
2.9
113) ×
× 3.6
Objective: (5.3) Subtract Decimals Horizontally
Solve the problem.
108) Carlos's subtotal at Scramble's Electronics is
$12.71. The sales tax on these items is $1.67.
What is Carlos's total bill?
A) $13.38
B) $14.28
C) $14.38
D) $13.28
A)
B)
C)
D)
Objective: (5.3) Solve Apps: Add or Subtract
Decimals
Estimate:
Estimate:
Estimate:
Estimate:
1.2; exact: 1.044
0.6; exact: 10.34
6; exact: 9.44
12; exact: 10.44
Objective: (5.4) Use Front End Rounding to Estimate
Perform the indicated operation.
109) -6.539 + (-5.418)
A) 11.957
B) -11.957
C) 1.121
D) 35.428
Solve the problem.
114) A certain person burns 6.2 calories per minute
while walking. How many calories will be
burned if that person walks for 3 hours?
A) 18.6 calories
B) 186 calories
C) 1116 calories
D) 11,160 calories
Objective: (5.3) Add or Subtract Signed Decimals
Add or subtract as indicated.
110) -260 - (-0.8916 + 0.2)
A) -258.9084
C) -259.3084
B) -22.9
D) 22.9
Objective: (5.4) Solve Apps: Multiply Decimals
B) -261.0916
D) 260.6916
Find the exact answer.
115) At SuperStop, gasoline costs $1.35 per gallon
when you pay with a credit card and $0.09 per
gallon less when you pay with cash. How
much do you save by filling up a 14-gallon
tank if you are paying cash?
A) $12.60
B) $17.64
C) $18.90
D) $1.26
Objective: (5.3) Add or Subtract Three Signed
Decimals
Objective: (5.4) Solve Apps: Several Steps
12
Divide.
Solve the problem.
122) A farmer is supposed to add 7.7 grams of
supplement to the feed mix for his chickens.
Instead, he adds 7.07 grams of supplement.
Did he add too much or too little? What was
the difference?
A) Too much; 1.63 grams
B) Too much; 0.63 grams
C) Too little; 1.63 grams
D) Too little; 0.63 grams
1.94
116)
2
A) 0.97
C) 1.97
B) 19.7
D) 9.7
Objective: (5.5) Divide Signed Decimals
Perform the indicated operation and round as
indicated.
-129.163
117)
hundredths
69
A) -2.37
C) -0.19
Objective: (5.6) Solve Apps: Fractions as Decimals
B) -1.87
D) -0.24
Arrange in order from smallest to largest.
123) 0.093, 0.039, 0.033, 0.099
A) 0.033, 0.039, 0.093, 0.099
B) 0.033, 0.093, 0.039, 0.099
C) 0.033, 0.099, 0.039, 0.093
D) 0.099, 0.093, 0.039, 0.033
Objective: (5.5) Divide and Round Quotient as
Requested
Solve the problem.
118) The water in a tank weighs 258.19 lb. One
cubic foot of water weighs 62.5 lb. How many
cubic feet of water are in the tank?
A) 320.69 cubic feet
B) 0.24207 cubic feet
C) 16,136.875 cubic feet
D) 4.13104 cubic feet
Objective: (5.6) Arrange Decimals and Fractions in
Order
Find the square root. When necessary, round to
nearest thousandth.
124) 12
A) 3.474
B) 4.464
C) 3.464
D) 3.463
Objective: (5.5) Solve Apps: Divide Decimals
Objective: (5.8) Find Square Root
Perform the indicated operations and simplify.
119) 8.22 + 7.32
A) 31
B) 240.25
C) 120.53
D) 62
Find the unknown length in the right triangle. If
necessary, round to the nearest tenth.
125)
Objective: (5.5) Simplify Using Order of Operations
20 ft
Write the fraction or mixed number as a decimal.
Round to the nearest thousandth if necessary.
19
120) 113
21
A) 11.39
C) 113.905
A) 21.5 ft
C) 129 ft
Write the decimal as a fraction or mixed number
in lowest terms.
121) 1.01
1
1,000
C) 1
B)
B) 64.5 ft
D) 11.4 ft
Objective: (5.8) Find Unknown Length of Right
Triangle
B) 0.009
D) 1139.048
Objective: (5.6) Write Fraction or Mixed Number as
Decimal
A)
23 ft
1
100
1
D) 1
100
Objective: (5.6) Write Decimal as Fraction
13
Solve the problem. Round to the nearest tenth, if
necessary.
126) A painter leans a ladder against one wall of a
house. At what height does the ladder
touch the wall?
Find the radius or diameter as requested.
131) Find the diameter.
1.8 in.
20 ft
?
A) 10.17 in.
C) 5.652 in.
16 ft
A) 12 ft
C) 18 ft
B) 0.9 in.
D) 3.6 in.
Objective: (5.10) Find Radius or Diameter of Circle
B) 6 ft
D) 72 ft
Objective: (5.8) Solve Apps: Pythagorean Theorem
Find the circumference and area of the circle.
Round your results to the nearest tenth. (Use
3.14 for π.)
132)
Solve the equation and check your solution.
127) -1.5 = -6.9 + x
A) 5.4
B) 0.22
C) -5.4
D) -8.4
4.6 yd
Objective: (5.9) Solve Decimal Equation Using
Addition Property
128) -8.7m = -52.2
A) 6
C) 0.17
A)
B)
C)
D)
B) 43.5
D) 46.2
Objective: (5.9) Solve Decimal Equation Using
Division Property
Solve the equation.
129) 7.9x - 10.8x = -40.6
A) 16
B) 14
C) 15
C=14.4 yd, A=14.4 yd2
C=7.2 yd, A=28.9 yd2
C=7.2 yd, A=66.4 yd2
C=14.4 yd, A=16.6 yd2
Objective: (5.10) Find Circumference, Area of Circle
from Figure
Find the circumference and area of a circle
having the given diameter or radius. Round your
results to the nearest tenth.
133) r = 1.85 in.
A) C=5.8 in., A=23.2 in.2
B) C=11.6 in., A=10.7 in.2
C) C=11.6 in., A=11.6 in.2
D) C=5.8 in., A=43 in. 2
D) 13
Objective: (5.9) Solve Decimal Equation Using
Addition and Division
Solve the problem.
130) A storage company rents their 10' × 10' space
for $66.47 per month. They have a smaller 5'
× 7' space available for 0.6 times the cost of
the larger unit. What is the rental cost of the
smaller space (round to the nearest cent)?
A) $110.78
B) $46.53
C) $39.88
D) $26.59
Objective: (5.10) Find Circumference, Area of Circle
Write the ratio as a fraction in lowest terms.
134) 15 cents to 48 cents
5
5
A)
B)
48
16
Objective: (5.9) Solve Apps: Solve Equation
Containing Decimals
C)
15
48
D)
16
48
Objective: (6.1) Write Ratio as Fraction
14
Write the ratio as a fraction in lowest terms. Be
sure to make all necessary conversions.
135) 50 cents to $9
50
1
B)
A)
9
18
C)
9
500
D)
Solve the problem.
140) David's net pay for a week at the video store
was $72.48. If he worked 16 hours that week,
what was his net pay rate?
A) $4.53/hour
B) $4.37/hour
C) $4.83/hour
D) $4.62/hour
1
9
Objective: (6.2) Solve Apps: Rates
Objective: (6.1) Convert Measurement and Write as
Fraction
Write the following proportions.
141) $20 is to 16 bottles as $45 is to 36 bottles
$45
$16
=
A)
20 bottles 36 bottles
Solve the problem. Write ratios in lowest terms.
3
136) Jim's house is built on a 2 -acre plot of land.
4
Jane's house sits on a 9-acre piece of land.
Find the ratio of the size of Jim's land to the
size of Jane's land.
2
11
B)
A)
9
9
C)
11
36
D)
11
4
$20
$16
=
45 bottles 36 bottles
C)
$20
$45
=
16 bottles 36 bottles
D)
$20
$45
=
36 bottles 16 bottles
Objective: (6.3) Write as a Proportion
Objective: (6.1) Solve Apps: Find Ratio
Find the unknown number in the proportion.
Round answer to the nearest hundredth when
necessary.
5
32
142) =
x
59
Write the following as a rate in lowest terms.
137) 14 cars for 56 people
14 cars
14 cars
A)
B)
56 people
4 people
1 car
C)
4 people
B)
A) 377.60
C) 2.71
4 cars
D)
1 person
B) 0.11
D) 9.22
Objective: (6.3) Solve Proportion
Objective: (6.2) Write Rate as Fraction in Lowest
Terms
Find the unknown number in the proportion.
Write your answer as a whole number or a mixed
number if possible.
x
1
143) =
3
6 1
8
24
1
A)
B) 18
49
8
Find the unit rate.
138) 10 cents for 5 marbles
A) 15 marbles
B) 2 cents/marble
C) 50 cents/marble
D) 0.5 cents/marble
Objective: (6.2) Find the Unit Rate
C) 2
Find the best buy (based on cost per unit).
139) Brand A: 12 oz for $9.36
Brand B: 15 oz for $11.85
A) Brand A
B) Equal value
C) Brand B
D) Not enough information
2
3
D) 2
1
24
Objective: (6.3) Solve Proportion (Fractions/Mixed
Numbers)
Use a proportion to solve the problem.
144) If a computer prints 267 lines in 5 seconds,
how many lines can it print per minute?
A) 3209 lines
B) 1602 lines
C) 3214 lines
D) 3204 lines
Objective: (6.2) Find the Best Buy
Objective: (6.4) Solve Apps: Proportions I
15
Find the perimeter of the specified triangle.
Assume the triangles are similar.
145) Find the perimeter of the triangle on the left.
Use the properties of parallel lines to solve the
problem.
147) Line p is parallel to line q. If ∠8 measures 52°,
find the measure of each angle.
39 ft
A) 48 ft
C) 78 ft
26 ft
B) 87 ft
D) 98.7 ft
Objective: (6.6) Find Perimeter Given Pair of Similar
Triangles
A) ∠2, ∠4, ∠6 all measure
∠7 all measure 138°
B) ∠2, ∠4, ∠6 all measure
∠7 all measure 128°
C) ∠2, ∠4, ∠6 all measure
∠7 all measure 38°
D) ∠5, ∠6, ∠7 all measure
∠4 all measure 128°
Solve the problem.
146) Julia, who is 1.98 m tall, wishes to find the
height of a tree with a shadow 33.03 m long.
She walks 22.06 m from the base of the tree
along the shadow of the tree until her head is
in a position where the tip of her shadow
exactly overlaps the end of the tree top's
shadow. How tall is the tree? Round to the
nearest hundredth.
52°; ∠1, ∠3, ∠5,
52°; ∠1, ∠3, ∠5,
52°; ∠1, ∠3, ∠5,
52°; ∠1, ∠2, ∠3,
Objective: (6.5) Use Properties of Parallel Lines to
Find Angles
Write the fraction as a percent. Round to the
nearest tenth of a percent if necessary.
54
148)
100
A) 5.4%
C) 0.54%
B) 540%
D) 54%
Objective: (7.1) Write Fraction as Percent
A) 2.96 m
C) 3.30 m
B) 1.98 m
D) 5.96 m
Write percents as decimals and decimals as
percents.
149) At a certain company 48% of the employees
have engineering degrees.
A) 480
B) 4.8
C) 0.0480
D) 0.480
Objective: (6.6) Solve Apps: Similar Triangles
Objective: (7.1) Convert Between Decimal and
Percent Notation
Use the percent proportion to answer the
question. Round your answer to the nearest
tenth of a percent, if necessary.
150) $18.42 is what percent of $242.67?
A) 76.0%
B) 131.7%
C) 7.6%
D) 1317.4%
Objective: (7.2) Use Percent Proportion to Find the
Percent
16
Write and solve an equation to answer the
question. Round your answer to the nearest
hundredth, if necessary.
151) What is 150% of 1490 weight loss programs?
A) 223,500
B) 2235
C) 22,350
D) 224
Solve the problem.
156) Bathing suits are often on sale in July. The
regular price of one suit is $43. With a 35%
discount, what is the sale price of the suit?
A) $26.95
B) $27.95
C) $28.95
D) $15.05
Objective: (7.5) Solve Apps: Discount
Objective: (7.3) Use Percent Equation to Find the Part
157) Robert Hall opened a maid service company.
To pay for startup costs, Robert Hall borrowed
$74,000 from a bank at 9% for 1 year. Find
the interest.
A) $6660.00
B) $7400.00
C) $666.00
D) $80,660.00
Write and solve an equation to answer the
question. Round your answer to the nearest
whole number, if necessary.
152) 111 highways is 45% of what number of
highways?
A) 4
B) 2470
C) 247
D) 24,700
Objective: (7.5) Solve Apps: Simple Interest
Objective: (7.3) Use Percent Equation to Find the
Whole
Write and solve an equation to answer the
question. Round percent to the nearest
thousandth, if necessary.
4
153) The Liberty Mutual Bank pays 5 % interest
5
per year on non-checking accounts. What is
the annual income on a non-checking account
of $69,800? Round to the nearest dollar.
A) $139,600
B) $40,480
C) $4048
D) $1,396,000
Objective: (7.4) Solve Apps: Use Percent Equation
Write and solve an equation to find the percent
increase or decrease. Round your answer to the
nearest tenth of a percent, if necessary.
154) Last year, Maria earned $340 per week. This
year, her salary increased to $366 per week.
What is the percent of increase?
A) 92.9%
B) 7.1%
C) 7.6%
D) 92.4%
Objective: (7.4) Solve Apps: Find Percent
Increase/Decrease
Find the amount of the sales tax or the tax rate
and the total cost. Round money answers to the
nearest cent.
1
155) Cost of item: $300 Tax rate: 5 %
2
A)
B)
C)
D)
$165.00, $465.00
$13.50, $313.50
$16.50, $316.50
$19.50, $319.50
Objective: (7.5) Find Sales Tax and Total Cost
17
Answer Key
Testname: MATH0306REVIEWSTUDENTMCFA14
1) B
2) B
3) A
4) A
5) A
6) A
7) A
8) A
9) A
10) D
11) A
12) D
13) D
14) C
15) C
16) C
17) A
18) A
19) C
20) A
21) D
22) B
23) A
24) C
25) A
26) B
27) B
28) B
29) D
30) C
31) B
32) B
33) C
34) B
35) D
36) B
37) C
38) B
39) B
40) A
41) B
42) C
43) C
44) C
45) A
46) C
47) D
48) A
49) C
50) A
51) D
52) C
53) D
54) B
55) D
56) C
57) D
58) D
59) B
60) A
61) A
62) D
63) A
64) C
65) B
66) B
67) D
68) C
69) B
70) B
71) C
72) D
73) D
74) B
75) C
76) D
77) A
78) D
79) D
80) B
81) B
82) B
83) D
84) C
85) C
86) C
87) C
88) A
89) D
90) A
91) D
92) D
93) C
94) C
95) A
96) A
97) A
98) D
99) A
100) A
101) B
102) C
103) C
104) D
105) D
106) B
107)
108)
109)
110)
111)
112)
113)
114)
115)
116)
117)
118)
119)
120)
121)
122)
123)
124)
125)
126)
127)
128)
129)
130)
131)
132)
133)
134)
135)
136)
137)
138)
139)
140)
141)
142)
143)
144)
145)
146)
147)
148)
149)
150)
151)
152)
153)
154)
155)
156)
157)
18
A
C
B
C
A
A
D
C
D
A
B
D
C
C
D
D
A
C
D
A
A
A
B
C
D
D
B
B
A
C
C
B
A
A
C
D
D
D
C
D
B
D
D
C
B
C
C
C
C
B
A