NEX EXAM MATH FINAL EXAM STUDY GUIDE
2025/2026 ACCURATE QUESTIONS WITH CORRECT
DETAILED ANSWERS || 100% GUARANTEED PASS
RECENT VERSION
Description
This study guide is designed for candidates preparing for the NEX Exam Math section, focusing
on the mathematical skills needed for success in nursing entrance testing. Topics covered
include basic arithmetic, fractions, decimals, percentages, ratios, proportions, measurement
conversions, and applied word problems. Special emphasis is placed on clinical math
applications such as medication dosage calculations, IV flow rates, and dimensional analysis.
The guide provides accurate, exam-style questions with detailed step-by-step solutions to
enhance understanding, improve speed, and increase accuracy. Practical exercises and
scenario-based problems ensure candidates develop confidence, precision, and mastery of all
math concepts required for the NEX Exam.
Key Terms:
NEX Exam, Nursing Math, Dosage Calculations, Fractions, Decimals, Percentages, Ratios,
Proportions, Measurement Conversions, IV Flow Rate, Dimensional Analysis, Word Problems
A runner in a 3/4-mile race fell down 4/5 of the way from the starting line to the finish line.
Given 5,280 feet per mile, how many feet from the finish line was the runner when they fell? ----
--- ✔ CORRECT ANSWER ✓✓792 feet
A smoking cessation program was organized for 623 employees of a company, and 216
successfully stopping smoking. What was the approximate ratio of successes to failures? -------
✔ CORRECT ANSWER ✓✓1 to 2
A teacher's aide was given 5 1/2 pounds of molding clay and asked to separate it into equal
amounts for 3 classrooms. How many pounds of clay did each classroom receive? ------- ✔
CORRECT ANSWER ✓✓1 5/6
, Given that military time uses a 24-hour clock (12:00 midnight equals to 24:00), what time is
9:15 p.m. in military time ------- ✔ CORRECT ANSWER ✓✓21:15
The formula for the area of a square is A = wI (w = width, = length). If a square room measures
12- feet
on each side, how many square feet (sq ft) of carpeting will be needed to completely cover the
floor? ------- ✔ CORRECT ANSWER ✓✓156 1/4 sq ft
On a final exam, a student received 96 problems correct out of the 120 total problems. What
percentage of the problems did she get INCORRECT? ------- ✔ CORRECT ANSWER ✓✓20%
A mechanic has 4 liters (L) of oil to fill a car that requires 4 quarts (qt) of oil. Given that (1 qt =
0.946 L),
when the engine is filled to capacity with oil, how much oil, in liters, will not be used? ------- ✔
CORRECT ANSWER ✓✓0.216 L
Given that one quart equals 0.946 liters, how many liters are in a seven-quart container if it is
only half-way full? ------- ✔ CORRECT ANSWER ✓✓3.3 liters
Factor 6x^2+x-12 into two binomial terms. ------- ✔ CORRECT ANSWER ✓✓(2x+3)(3x-4)
A recipe using 1/3 cup of sugar for every 4 eggs is tripled. What is the ratio of cups of sugar to
eggs needed? ------- ✔ CORRECT ANSWER ✓✓1:12
A painter mixes colors to create a custom shade of green using a ratio of 2 parts blue to 3 parts
yellow. If the painter wants 30 ounces of the custom color, how many ounces of yellow paint
should be used to maintain the ratio? ------- ✔ CORRECT ANSWER ✓✓18
2025/2026 ACCURATE QUESTIONS WITH CORRECT
DETAILED ANSWERS || 100% GUARANTEED PASS
RECENT VERSION
Description
This study guide is designed for candidates preparing for the NEX Exam Math section, focusing
on the mathematical skills needed for success in nursing entrance testing. Topics covered
include basic arithmetic, fractions, decimals, percentages, ratios, proportions, measurement
conversions, and applied word problems. Special emphasis is placed on clinical math
applications such as medication dosage calculations, IV flow rates, and dimensional analysis.
The guide provides accurate, exam-style questions with detailed step-by-step solutions to
enhance understanding, improve speed, and increase accuracy. Practical exercises and
scenario-based problems ensure candidates develop confidence, precision, and mastery of all
math concepts required for the NEX Exam.
Key Terms:
NEX Exam, Nursing Math, Dosage Calculations, Fractions, Decimals, Percentages, Ratios,
Proportions, Measurement Conversions, IV Flow Rate, Dimensional Analysis, Word Problems
A runner in a 3/4-mile race fell down 4/5 of the way from the starting line to the finish line.
Given 5,280 feet per mile, how many feet from the finish line was the runner when they fell? ----
--- ✔ CORRECT ANSWER ✓✓792 feet
A smoking cessation program was organized for 623 employees of a company, and 216
successfully stopping smoking. What was the approximate ratio of successes to failures? -------
✔ CORRECT ANSWER ✓✓1 to 2
A teacher's aide was given 5 1/2 pounds of molding clay and asked to separate it into equal
amounts for 3 classrooms. How many pounds of clay did each classroom receive? ------- ✔
CORRECT ANSWER ✓✓1 5/6
, Given that military time uses a 24-hour clock (12:00 midnight equals to 24:00), what time is
9:15 p.m. in military time ------- ✔ CORRECT ANSWER ✓✓21:15
The formula for the area of a square is A = wI (w = width, = length). If a square room measures
12- feet
on each side, how many square feet (sq ft) of carpeting will be needed to completely cover the
floor? ------- ✔ CORRECT ANSWER ✓✓156 1/4 sq ft
On a final exam, a student received 96 problems correct out of the 120 total problems. What
percentage of the problems did she get INCORRECT? ------- ✔ CORRECT ANSWER ✓✓20%
A mechanic has 4 liters (L) of oil to fill a car that requires 4 quarts (qt) of oil. Given that (1 qt =
0.946 L),
when the engine is filled to capacity with oil, how much oil, in liters, will not be used? ------- ✔
CORRECT ANSWER ✓✓0.216 L
Given that one quart equals 0.946 liters, how many liters are in a seven-quart container if it is
only half-way full? ------- ✔ CORRECT ANSWER ✓✓3.3 liters
Factor 6x^2+x-12 into two binomial terms. ------- ✔ CORRECT ANSWER ✓✓(2x+3)(3x-4)
A recipe using 1/3 cup of sugar for every 4 eggs is tripled. What is the ratio of cups of sugar to
eggs needed? ------- ✔ CORRECT ANSWER ✓✓1:12
A painter mixes colors to create a custom shade of green using a ratio of 2 parts blue to 3 parts
yellow. If the painter wants 30 ounces of the custom color, how many ounces of yellow paint
should be used to maintain the ratio? ------- ✔ CORRECT ANSWER ✓✓18
