TEAS 7 Math Practice Test 2026: Free
Questions & Answers for US Nursing
Students
Description:
Prepare for the ATI TEAS 7 Math section with our updated 2026 practice exam, designed
specifically for aspiring nursing and allied health students in the United States. This free resource
includes 60 realistic math questions aligned with the latest TEAS 7 test guidelines—covering
algebra, word problems, percentages, ratios, and data interpretation. Each question comes with
a step-by-step answer explanation to help you master problem-solving strategies, avoid
common mistakes, and build confidence for test day. Whether you're studying in California,
Texas, Florida, or anywhere else in the U.S., this practice test simulates the actual exam format
and difficulty level.
Don’t leave your TEAS score to chance—download your free 2026 TEAS 7 Math Practice Test now
and start mastering the math section today!
, TEAS 7 Math Practice Test 2026: Questions & Answers
1. The width of a rectangle is denoted as ww. The length is 3 units more than the width. Which
expression correctly represents the perimeter of the rectangle?
a) w(w+3)w(w+3)
b) 2w+2(w+3)2w+2(w+3)
c) w+(w+3)w+(w+3)
d) 4w+34w+3
Answer: b) 2w+2(w+3)2w+2(w+3)
Explanation: The formula for the perimeter of a rectangle
is 2×length+2×width2×length+2×width. Substituting the given length of w+3w+3 and width
of ww into the formula gives 2(w)+2(w+3)2(w)+2(w+3).
2. If Technician A can complete a diagnostic procedure in 2 hours working alone, and Technician B
can complete the same procedure in 3 hours working alone, approximately how long would it
take them to complete the procedure working together?
a) 1.2 hours
b) 2.5 hours
c) 1.5 hours
d) 0.8 hours
Answer: a) 1.2 hours
Explanation: Technician A's rate is 1221 of the procedure per hour, and Technician B's rate
is 1331 of the procedure per hour. Their combined rate is 12+13=5621+31=65 of the procedure
per hour. The time to complete the procedure together is the reciprocal of the combined
rate: 156=65=1.2651=56=1.2 hours.
3. Which of the following is the best metric equivalent for 7 inches?
a) 17.8 cm
b) 1.78 cm
c) 178 cm
d) 0.178 m
, Answer: a) 17.8 cm
Explanation: Using the conversion factor 1 inch = 2.54 cm, multiply 7 inches by 2.54
cm/inch: 7×2.54=17.787×2.54=17.78, which rounds to 17.8 cm.
4. A consumer pays $48,000 for a new electric vehicle. This price is $2,000 less than twice the
price their friend paid for a hybrid model. What amount did the friend pay?
a) $25,000
b) $23,000
c) $20,000
d) $50,000
Answer: a) $25,000
Explanation: Let ff represent the friend's cost. The phrase "$2,000 less than twice the friend's
cost" translates to 2f−20002f−2000. Set this equal to the known
price: 2f−2000=480002f−2000=48000. Solving for ff, add 2000 to both
sides: 2f=500002f=50000, then divide by 2: f=25000f=25000.
5. The force needed to stretch a spring is directly proportional to the stretch distance. If a force of
132 Newtons stretches the spring 0.07 meters, what force is required to stretch it 0.1 meters?
a) 188.6 N
b) 92.4 N
c) 171.6 N
d) 200.0 N
Answer: a) 188.6 N
Explanation: Set up a proportion: 1320.07=F0.10.07132=0.1F. Cross-
multiply: 132×0.1=0.07×F132×0.1=0.07×F, which simplifies to 13.2=0.07F13.2=0.07F. Solve
for FF by dividing both sides by 0.07: F=13.20.07=188.571...F=0.0713.2=188.571..., which
rounds to 188.6 N.
Questions & Answers for US Nursing
Students
Description:
Prepare for the ATI TEAS 7 Math section with our updated 2026 practice exam, designed
specifically for aspiring nursing and allied health students in the United States. This free resource
includes 60 realistic math questions aligned with the latest TEAS 7 test guidelines—covering
algebra, word problems, percentages, ratios, and data interpretation. Each question comes with
a step-by-step answer explanation to help you master problem-solving strategies, avoid
common mistakes, and build confidence for test day. Whether you're studying in California,
Texas, Florida, or anywhere else in the U.S., this practice test simulates the actual exam format
and difficulty level.
Don’t leave your TEAS score to chance—download your free 2026 TEAS 7 Math Practice Test now
and start mastering the math section today!
, TEAS 7 Math Practice Test 2026: Questions & Answers
1. The width of a rectangle is denoted as ww. The length is 3 units more than the width. Which
expression correctly represents the perimeter of the rectangle?
a) w(w+3)w(w+3)
b) 2w+2(w+3)2w+2(w+3)
c) w+(w+3)w+(w+3)
d) 4w+34w+3
Answer: b) 2w+2(w+3)2w+2(w+3)
Explanation: The formula for the perimeter of a rectangle
is 2×length+2×width2×length+2×width. Substituting the given length of w+3w+3 and width
of ww into the formula gives 2(w)+2(w+3)2(w)+2(w+3).
2. If Technician A can complete a diagnostic procedure in 2 hours working alone, and Technician B
can complete the same procedure in 3 hours working alone, approximately how long would it
take them to complete the procedure working together?
a) 1.2 hours
b) 2.5 hours
c) 1.5 hours
d) 0.8 hours
Answer: a) 1.2 hours
Explanation: Technician A's rate is 1221 of the procedure per hour, and Technician B's rate
is 1331 of the procedure per hour. Their combined rate is 12+13=5621+31=65 of the procedure
per hour. The time to complete the procedure together is the reciprocal of the combined
rate: 156=65=1.2651=56=1.2 hours.
3. Which of the following is the best metric equivalent for 7 inches?
a) 17.8 cm
b) 1.78 cm
c) 178 cm
d) 0.178 m
, Answer: a) 17.8 cm
Explanation: Using the conversion factor 1 inch = 2.54 cm, multiply 7 inches by 2.54
cm/inch: 7×2.54=17.787×2.54=17.78, which rounds to 17.8 cm.
4. A consumer pays $48,000 for a new electric vehicle. This price is $2,000 less than twice the
price their friend paid for a hybrid model. What amount did the friend pay?
a) $25,000
b) $23,000
c) $20,000
d) $50,000
Answer: a) $25,000
Explanation: Let ff represent the friend's cost. The phrase "$2,000 less than twice the friend's
cost" translates to 2f−20002f−2000. Set this equal to the known
price: 2f−2000=480002f−2000=48000. Solving for ff, add 2000 to both
sides: 2f=500002f=50000, then divide by 2: f=25000f=25000.
5. The force needed to stretch a spring is directly proportional to the stretch distance. If a force of
132 Newtons stretches the spring 0.07 meters, what force is required to stretch it 0.1 meters?
a) 188.6 N
b) 92.4 N
c) 171.6 N
d) 200.0 N
Answer: a) 188.6 N
Explanation: Set up a proportion: 1320.07=F0.10.07132=0.1F. Cross-
multiply: 132×0.1=0.07×F132×0.1=0.07×F, which simplifies to 13.2=0.07F13.2=0.07F. Solve
for FF by dividing both sides by 0.07: F=13.20.07=188.571...F=0.0713.2=188.571..., which
rounds to 188.6 N.
