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In this collection there will be a bunch of questions with their answers below to help you improve your math skills and prepare for the exam
This collection is useful for all pre_university students and math students
Study Set Content:
Sample Final Exam MAT 090
-
Basic Math
Name___________________________________
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.
Write the digit for the given place value in the whole number.
1) 2,875,478
hundred thousands
tens
A) hundred thousands 8
tens 5
B) hundred thousands 2
tens 7
C) hundred thousands 7
tens 4
D) hundred thousands 8
tens 7
1)
Add.
2)
9500
751
68
7533
+
1428
A) 18,180
B) 19,280
C) 18,270
D) 19,170
2)
Solve the problem.
3) Sue had $387 in her bank account. She deposited a $938 pay check and a $570 pay check. How
much did she deposit and what was her new balance?
A) $1508; $1885
B) $1508; $1895
C) $1325; $1895
D) $957; $1795
3)
Subtract.
4)
8929
-
243
A) 8686
B) 8640
C) 8680
D) 686
4)
Multiply.
5) (817)(98)
A) 80,166
B) 80,076
C) 80,056
D) 80,066
5)
Solve the problem.
6) Alan averages 25 miles per gallon of gasoline in his car. How far can he travel on 19 gallons of
gasoline?
A) 479 miles
B) 475 miles
C) 44 miles
D) 48 miles
6)
Divide by using long division.
7) 86 23,561
A) 83
B) 273 R61
C) 273 R83
D) 273
7)
1
Solve the problem by using addition, subtraction, multiplication, or division as needed.
8) A school bookstore ordered 141 copies of an English textbook. If the total cost was $3384, find the
cost of each book.
A) $3243
B) $24
C) $22
D) $12
8)
Round the number to the nearest ten, nearest hundred, and nearest thousand.
9) 5086
A) Ten
5000
Hundred
5100
Thousand
5000
B) Ten
5090
Hundred
5000
Thousand
5000
C) Ten
5090
Hundred
5100
Thousand
5000
D) Ten
5080
Hundred
5000
Thousand
6000
9)
Simplify the expression by using the order of operations.
10) 3
∙
(8
-
3)
+
49
A) 28
B) 36
C) 22
D) 40
10)
Simplify the expression by using order of operations.
11) 20 ÷ 4
∙
7
∙
20 ÷ (19
-
14)
A) 35
B) 28
C) 140
D) 700
11)
Write the mixed number as an improper fraction. Reduce answer to lowest terms when necessary.
12) 15
5
6
A)
95
6
B)
25
2
C) 225
D) 30
12)
Write the improper fraction as a whole or mixed number.
13)
47
8
A) 5
7
8
B) 4
7
8
C) 5
7
7
D) 6
7
8
13)
Find the prime factorization of the number. Write the answer with exponents when repeated factors appear.
14) 612
A) 22
∙
32
∙
17
B) 23
∙
32
∙
17
C) 24
∙
17
D) 34
∙
17
14)
Write the fraction in lowest terms.
15)
70
90
A)
70
90
B)
7
9
C)
7
10
D)
10
9
15)
2
Multiply. Write the answer in lowest terms and as a whole or mixed number where possible.
16) 20
∙
3
10
∙
8
21
A) 48
B) 2
2
7
C)
7
16
D)
8
35
16)
Solve the problem.
17) Mr. and Mrs. Williams have a home equity loan of $35,700. They have paid off
4
21
of the loan.
How much of the loan have they paid off?
A) $6800
B) $6400
C) $1700
D) $7200
17)
Divide. Write the answer in lowest terms and as a whole or mixed number where possible.
18)
5
11
÷
10
33
A) 7
1
2
B) 1
1
2
C)
2
3
D)
50
363
18)
Solve the problem.
19) A bag of chips is 24 ounces. A serving size is
3
4
ounce. How many servings are in the bag of chips?
A) 18 servings
B) 6
3
4
servings
C) 9
1
3
servings
D) 32 servings
19)
Multiply. Write the answer in lowest terms and as a whole or mixed number where possible.
20) 7
7
8
∙
10
2
7
A) 81
B) 82
C) 79
D) 70
14
56
20)
Divide. Write the answer in lowest terms and as a whole or mixed number where possible.
21) 5
7
9
÷ 5
1
3
A) 1
1
12
B) 1
2
12
C) 2
1
12
D) 1
1
11
21)
Find the least common multiple for the set of numbers.
22) 30, 40, 50
A) 600
B) 300
C) 120
D) 3
22)
Add. Write your answer in lowest terms.
23)
2
9
+
1
3
+
4
15
A)
7
27
B)
29
45
C)
37
45
D)
83
135
23)
3
Subtract the fractions. Write the answer in lowest terms.
24)
7
9
-
1
12
A)
2
3
B)
25
36
C)
13
18
D)
1
2
24)
Add. Write the answer in lowest terms as a mixed number.
25)
15
1
2
+
14
2
9
A) 30
13
18
B) 15
13
18
C) 29
13
18
D) 28
13
18
25)
Subtract. Write the answer in lowest terms as a mixed number.
26)
15
5
7
-
17
21
A) 15
19
21
B) 13
19
21
C) 14
19
21
D) 14
26)
Use the order of operations to simplify the expression.
27) 2
+
1
3
2
-
4
9
A)
35
9
B)
-
1
4
9
C)
17
9
D) 1
2
3
27)
Write the decimal as a fraction or mixed number in lowest terms.
28) 29.04
A) 290
2
5
B) 29
1
25
C) 2
113
125
D) 2904
28)
Write the decimal in numbers.
29) Fourteen and seven hundred forty seven thousandths
A) 0.14747
B) 14,747
C) 14.747
D) 14.0747
29)
Round the number to the place indicated.
30) Round to the nearest thousandth: 1.5281
A) 1.53
B) 1.529
C) 1.52
D) 1.528
30)
Find the sum.
31) 18.19
+
1
+
98.4
+
10.076
A) 128.666
B) 127.676
C) 127.666
D) 127.766
31)
4
Find the difference.
32) 23
-
0.0864
A) 22.4136
B) 22.9136
C) 23.0864
D) 23.0136
32)
Multiply.
33) 0.009
×
0.5
A) 0.045
B) 0.000045
C) 0.00045
D) 0.0045
33)
Divide.
34) 0.75 ÷ 0.05
A) 16
B) 4
C) 15
D) 1.5
34)
Write the fraction or mixed number as a decimal. Round to the nearest thousandth if necessary.
35)
64
73
A) 1.141
B) 0.877
C) 8.767
D) 0.088
35)
Write the ratio as a fraction in lowest terms.
36) 8 to 18
A)
4
18
B)
8
18
C)
8
9
D)
4
9
36)
Find the unknown number in the proportion. Round answer to the nearest hundredth when necessary.
37)
x
39
=
2
13
A) 8
B) 0.7
C) 253.5
D) 6
37)
Use a proportion to solve the problem.
38) If a computer prints 225 lines in 3 seconds, how many lines can it print per minute?
A) 4500 lines
B) 4510 lines
C) 2250 lines
D) 4505 lines
38)
39) A label printer prints 4 pages of labels in 1.9 seconds. How long will it take to print 32 pages of
labels?
A) 19.20 seconds
B) 17.20 seconds
C) 15.20 seconds
D) 18.20 seconds
39)
Write as a decimal.
40) 63.4%
A) 0.0634
B) 0.634
C) 0.524
D) 6.34
40)
Write as a percent. Round the percent to the nearest tenth if necessary.
41) 0.43
A) 4.3%
B) 43%
C) 0.043%
D) 430%
41)
Write the percent as a fraction or mixed number in lowest terms.
42) 0.3%
A)
3
1000
B)
3
2000
C)
3
100
D)
3
500
42)
5
Write as a percent. Round the percent to the nearest tenth if necessary.
43)
7
25
A) 2.8%
B) 11.2%
C) 250%
D) 28%
43)
Supply the missing numbers. Round any decimal to the nearest thousandth and percent to the nearest tenth of a percent
if necessary.
44) fraction decimal percent
5
8
A) 0.745; 74.5%
B) 0.745; 745%
C) 0.625; 6.25%
D) 0.625; 62.5%
44)
Find the part.
45) 32% of 1900 exercise programs
A) 608 exercise programs
B) 60,800 exercise programs
C) 6080 exercise programs
D) 60.8 exercise programs
45)
Find the whole.
46) 68 cats is 20% of what number of cats?
A) 3400
B) 340
C) 13.6
D) 34
46)
Solve the problem.
47) The parking lot at a medical center has 75 cars in it. 92% of the cars are four
-
door. How many cars
are four
-
door?
A) 82 cars
B) 8 cars
C) 69 cars
D) 690 cars
47)
Follow the order of operations to work the problem.
48) 14
-
(
-
6)
+
(
-
15)
A) 23
B)
-
7
C) 5
D)
-
23
48)
Multiply.
49) 19
∙
(
-
6)
A)
-
108
B)
-
133
C) 108
D)
-
114
49)
Divide.
50)
234
-
13
A)
-
18
B)
-
1
18
C)
-
28
D) 18
50)
Simplify.
51) 10
+
(
-
2)
+
4(
-
4)
A)
-
8
B) 28
C)
-
4
D) 24
51)
52)
6(2
+
7)
+
6(3)
6(4
-
1)
A) 4
B)
25
6
C)
75
23
D)
72
23
52)
6
Use the circle graph to solve the problem.
53) The circle graph below gives the inventory of the women's department of a store.
Coats
$55,809
Dresses
$50,544
Lingerie
Skirts
$7371
$10,530
Slacks
Socks
$20,007
Blouses $3159
$9477
What is the total inventory?
A) $156,897
B) $160,056
C) $106,353
D) $153,738
53)
Suppose that the average adult in the United States will work x number of days (rounded to the nearest day) to earn
enough to pay for all of the household's leisure activities in that year. This number can be calculated by multiplying the
average percent of household income spent on leisure activities by 365 (the number of days in a year). The bar graph
shows the percent of income spent in various countries of the world. Use the graph to answer the question.
54)
PERCENT OF HOUSEHOLD INCOME FOR LEISURE ACTIVITIES
The average American adult will work 103 days each year
to earn enough to pay annual leisure expenses.
Percent of household income spent on leisure activities:
China
6.9%
Australia
7.1%
France
9.8%
Germany
13.1%
Britain
21.0%
Japan
25.0%
USA
28.2%
In which country is the lowest percent of income spent on leisure activities? What percent is this?
A) USA; 71.8%
B) China; 6.9%
C) China; 93.1%
D) Australia; 7.1%
54)
Find the mean for the list of numbers.
55) Cans of soup used by a family in a month: 4, 4, 9, 5, 12, 8
Round answer to the nearest whole number if necessary.
A) 5 cans
B) 6 cans
C) 7 cans
D) 9 cans
55)
7
Answer Key
Testname: MAT 090 SAMPLE FINAL EXAM
1) D
Objective: (1.1) Write Digit for Given Place Value
2) B
Objective: (1.2) Add with Possible Carrying
3) B
Objective: (1.2) Solve Apps: Add
4) A
Objective: (1.3) Subtract with Possible Borrowing
5) D
Objective: (1.4) Multiply (Partial Products)
6) B
Objective: (1.4) Solve Apps: Multiply
7) C
Objective: (1.6) Divide Using Long Division
8) B
Objective: (1.6) Solve Apps: Add, Subtract, Multiply, or Divide
9) C
Objective: (1.7) Round to Nearest Ten, Hundred, and Thousand
10) C
Objective: (1.8) Simplify Using Order of Operations I
11) C
Objective: (1.8) Simplify Using Order of Operations II
12) A
Objective: (2.2) Write Mixed Number as Improper Fraction
13) A
Objective: (2.2) Write Improper Fraction Whole/Mixed Number
14) A
Objective: (2.3) Find Prime Factorization of a Number
15) B
Objective: (2.4) Write Fraction in Lowest Terms
16) B
Objective: (2.5) Multiply Fractions and Whole Numbers
17) A
Objective: (2.6) Solve Apps: Miscellaneous
18) B
Objective: (2.7) Divide Two Fractions
19) D
Objective: (2.7) Solve Apps: Divide Fractions
20) A
Objective: (2.8) Multiply Mixed Numbers
21) A
Objective: (2.8) Divide Mixed Numbers
22) A
Objective: (3.2) Find Least Common Multiple
23) C
Objective: (3.3) Add Unlike Fractions
8
Answer Key
Testname: MAT 090 SAMPLE FINAL EXAM
24) B
Objective: (3.3) Subtract Unlike Fractions
25) C
Objective: (3.4) Add Mixed Numbers
26) C
Objective: (3.4) Subtract Mixed Numbers
27) D
Objective: (3.5) Use Order of Operations
28) B
Objective: (4.1) Write Decimal as a Fraction
29) C
Objective: (4.1) Given Words, Write Decimal in Numbers
30) D
Objective: (4.2) Round Decimal to Indicated Place
31) C
Objective: (4.3) Add Decimals
32) B
Objective: (4.3) Subtract Decimals
33) D
Objective: (4.4) Multiply Decimals with Leading Zero
34) C
Objective: (4.5) Divide Decimal or Whole Number by Decimal
35) B
Objective: (4.6) Write Fraction or Mixed Number as Decimal
36) D
Objective: (5.1) Write Ratio as Fraction
37) D
Objective: (5.4) Solve Proportion
38) A
Objective: (5.5) Solve Apps: Proportions I
39) C
Objective: (5.5) Solve Apps: Proportions I
40) B
Objective: (6.1) Write Percent as a Decimal
41) B
Objective: (6.1) Write Decimal as a Percent
42) A
Objective: (6.2) Write Percent as Fraction or Mixed Number
43) D
Objective: (6.2) Write Fraction as a Percent
44) D
Objective: (6.2) Complete Conversion Chart (Fraction/Decimal/Percent)
45) A
Objective: (6.4) Solve Percent Problem for Part
46) B
Objective: (6.4) Solve Percent Problem for Whole
9
Answer Key
Testname: MAT 090 SAMPLE FINAL EXAM
47) C
Objective: (6.4) Solve Apps: Find Part in Percent Problem
48) C
Objective: (9.2) Add or Subtract Three or More Signed Numbers
49) D
Objective: (9.3) Multiply Signed Numbers
50) A
Objective: (9.3) Divide Signed Numbers
51) A
Objective: (9.4) Use Order of Operations (Integers) I
52) A
Objective: (9.4) Use Order of Operations (Grouping with Division)
53) A
Objective: (10.1) Solve Apps: Read Circle Graph (Absolute Amount)
54) B
Objective: (10.2) Solve Apps: Read Bar Graph
55) C
Objective: (10.4) Find Mean for List of Numbers
10
