ATI TEAS Version 7 MATH EXAM STUDY GUIDE PRACTICE
QUESTIONS AND ANSWERS
An employee’s number of hours worked and their total earnings has a proportional relationship
that can be graphed as a straight line. If the point(7.157.5) lies on the line of this relationship,
which of the following information describes the employee’s earnings?
a. Manaf earns $157.50 per hour for 7 hours.
b. Manaf earns $22.50 per hour.
c. Manaf has worked for 22.5 hours.
d. Manaf earns $7.00 per hour for 157.5 hours.
What is 28% of 375?
a. 95
b. 105
c. 112.5
d. 120
Answer: b.105
Procedure: 28% = 0.28. Multiply: 375 × 0.28 = (375 × 28)/100 = 10500/100 = 105.00? Wait —
compute carefully: 375×0.28 = 375×(0.25+0.03)=93.75+11.25=105.00. Correct value = 105.0.
Convert 78\tfrac{7}{8}87 to a decimal.
a. 0.75
b. 0.875
c. 0.85
d. 0.8
,ATI TEAS Version 7 MATH EXAM STUDY GUIDE PRACTICE
QUESTIONS AND ANSWERS
Answer: b. 0.875
Procedure: Divide 7 ÷ 8 = 0.875.
Solve: 4.8÷0.064.8 \div 0.064.8÷0.06.
a. 8
b. 48
c. 80
d. 800
Answer: c. 80
Procedure: 4.8 ÷ 0.06 = (4.8 ÷ 0.06) = multiply numerator & denominator by 100 → 480 ÷ 6 =
80.
A patient receives 2.5 mL every 6 hours. How many mL in 24 hours?
a. 5 mL
b. 10 mL
c. 12.5 mL
d. 15 mL
Answer: b. 10 mL
Procedure: Doses per 24 h = 24 ÷ 6 = 4 doses. Total = 4 × 2.5 = 10 mL.
Which is greater: 0.62 or 58\tfrac{5}{8}85?
a. 0.62
b. 58\tfrac{5}{8}85
c. They are equal
,ATI TEAS Version 7 MATH EXAM STUDY GUIDE PRACTICE
QUESTIONS AND ANSWERS
d. Cannot determine
Answer: b. 58\tfrac{5}{8}85
Procedure: 5/8=0.6255/8 = 0.6255/8=0.625. Compare: 0.625 > 0.62.
Simplify: 34+56\tfrac{3}{4} + \tfrac{5}{6}43+65.
a. 11121 \tfrac{1}{12}1121
b. 17121 \tfrac{7}{12}1127
c. 1121 \tfrac{1}{2}121
d. 15121 \tfrac{5}{12}1125
Answer: b. 17121 \tfrac{7}{12}1127
Procedure: LCM 12 → 9/12+10/12=19/12=17129/12 + 10/12 = 19/12 = 1\frac{7}
{12}9/12+10/12=19/12=1127.
Mean of 3, 7, 11, 15?
a. 7
b. 9
c. 10
d. 12
Answer: b. 9
Procedure: Sum = 36; mean = 36 ÷ 4 = 9.
, ATI TEAS Version 7 MATH EXAM STUDY GUIDE PRACTICE
QUESTIONS AND ANSWERS
Convert 5.2 meters to centimeters.
a. 52 cm
b. 520 cm
c. 5,200 cm
d. 0.52 cm
Answer: b. 520 cm
Procedure: 1 m = 100 cm → 5.2 × 100 = 520 cm.
Solve: 7x−9=197x - 9 = 197x−9=19.
a. 2
b. 3
c. 4
d. 5
Answer: c. 4
Procedure: Add 9: 7x = 28 → x = 4.
Student scored 72, 80, 88. Average?
a. 78
b. 80
c. 82
d. 84
QUESTIONS AND ANSWERS
An employee’s number of hours worked and their total earnings has a proportional relationship
that can be graphed as a straight line. If the point(7.157.5) lies on the line of this relationship,
which of the following information describes the employee’s earnings?
a. Manaf earns $157.50 per hour for 7 hours.
b. Manaf earns $22.50 per hour.
c. Manaf has worked for 22.5 hours.
d. Manaf earns $7.00 per hour for 157.5 hours.
What is 28% of 375?
a. 95
b. 105
c. 112.5
d. 120
Answer: b.105
Procedure: 28% = 0.28. Multiply: 375 × 0.28 = (375 × 28)/100 = 10500/100 = 105.00? Wait —
compute carefully: 375×0.28 = 375×(0.25+0.03)=93.75+11.25=105.00. Correct value = 105.0.
Convert 78\tfrac{7}{8}87 to a decimal.
a. 0.75
b. 0.875
c. 0.85
d. 0.8
,ATI TEAS Version 7 MATH EXAM STUDY GUIDE PRACTICE
QUESTIONS AND ANSWERS
Answer: b. 0.875
Procedure: Divide 7 ÷ 8 = 0.875.
Solve: 4.8÷0.064.8 \div 0.064.8÷0.06.
a. 8
b. 48
c. 80
d. 800
Answer: c. 80
Procedure: 4.8 ÷ 0.06 = (4.8 ÷ 0.06) = multiply numerator & denominator by 100 → 480 ÷ 6 =
80.
A patient receives 2.5 mL every 6 hours. How many mL in 24 hours?
a. 5 mL
b. 10 mL
c. 12.5 mL
d. 15 mL
Answer: b. 10 mL
Procedure: Doses per 24 h = 24 ÷ 6 = 4 doses. Total = 4 × 2.5 = 10 mL.
Which is greater: 0.62 or 58\tfrac{5}{8}85?
a. 0.62
b. 58\tfrac{5}{8}85
c. They are equal
,ATI TEAS Version 7 MATH EXAM STUDY GUIDE PRACTICE
QUESTIONS AND ANSWERS
d. Cannot determine
Answer: b. 58\tfrac{5}{8}85
Procedure: 5/8=0.6255/8 = 0.6255/8=0.625. Compare: 0.625 > 0.62.
Simplify: 34+56\tfrac{3}{4} + \tfrac{5}{6}43+65.
a. 11121 \tfrac{1}{12}1121
b. 17121 \tfrac{7}{12}1127
c. 1121 \tfrac{1}{2}121
d. 15121 \tfrac{5}{12}1125
Answer: b. 17121 \tfrac{7}{12}1127
Procedure: LCM 12 → 9/12+10/12=19/12=17129/12 + 10/12 = 19/12 = 1\frac{7}
{12}9/12+10/12=19/12=1127.
Mean of 3, 7, 11, 15?
a. 7
b. 9
c. 10
d. 12
Answer: b. 9
Procedure: Sum = 36; mean = 36 ÷ 4 = 9.
, ATI TEAS Version 7 MATH EXAM STUDY GUIDE PRACTICE
QUESTIONS AND ANSWERS
Convert 5.2 meters to centimeters.
a. 52 cm
b. 520 cm
c. 5,200 cm
d. 0.52 cm
Answer: b. 520 cm
Procedure: 1 m = 100 cm → 5.2 × 100 = 520 cm.
Solve: 7x−9=197x - 9 = 197x−9=19.
a. 2
b. 3
c. 4
d. 5
Answer: c. 4
Procedure: Add 9: 7x = 28 → x = 4.
Student scored 72, 80, 88. Average?
a. 78
b. 80
c. 82
d. 84
