Prepare for the ATI TEAS 7 Mathematics section with this comprehensive collection of exam questions and complete A+ graded answers covering high-yield quantitative reasoning, percentages, statistics, probability, data interpretation, relationships between variables, trends, and essential geometry formulas. This resource is designed to help nursing and allied-health applicants strengthen mathematical reasoning, recognize common question patterns, and efficiently review important TEAS 7 Math concepts.
The percentage section covers finding percentages, identifying the part and whole, calculating percent increase, and applying percentage relationships to quantitative problems. The statistics section reviews mean, median, mode, range, standard deviation, low versus high variability, symmetry, skewness, uniform data, and interpreting distributions based on how data is clustered or spread.
Data analysis and graphical reasoning topics include number of peaks, unimodal, bimodal and multimodal distributions, linear trends, exponential trends, quadratic trends, positive and negative trends, flat or unchanged trends, and rate of change. The material also covers interpreting how quantities change over time and identifying the mathematical relationship represented by a data set or graph.
Probability and variable relationships are also emphasized, including probability formulas, desired outcomes, total outcomes, independent variables, dependent variables, positive correlation, negative correlation, no correlation, direct relationships, and inverse relationships. These concepts are particularly useful for interpreting tables, graphs, variables, and quantitative relationships.
The geometry section provides essential formulas and concepts for perimeter, circumference, area, and volume. Topics include perimeter, circumference of a circle, area of rectangles, triangles, circles, parallelograms, and trapezoids, along with volume calculations for rectangular prisms and triangular prisms. Formula recognition and correct identification of dimensions are reinforced throughout the material.
Key topics covered include:
• ATI TEAS 7 Mathematics
• TEAS 7 Math
• ATI TEAS Math exam
• Quantitative reasoning
• Percentage calculations
• Finding the percentage
• Finding the part
• Finding the whole
• Percent increase
• Mean
• Median
• Mode
• Range
• Standard deviation
• Low standard deviation
• High standard deviation
• Data distribution
• Symmetry
• Skewness
• Uniform data
• Number of peaks
• Unimodal data
• Bimodal data
• Multimodal data
• Linear trends
• Exponential trends
• Quadratic trends
• Rate of change
• Positive trends
• Negative trends
• Probability
• Dependent variables
• Independent variables
• Positive correlation
• Negative correlation
• No correlation
• Direct relationships
• Inverse relationships
• Perimeter
• Circumference
• Area formulas
• Rectangle area
• Triangle area
• Circle area
• Parallelogram area
• Trapezoid area
• Volume formulas
• Rectangular prism volume
• Triangular prism volume
• Data interpretation
• Statistical reasoning
• Geometry formulas
This resource is suitable for students preparing for ATI TEAS 7, nursing entrance examinations, allied-health admissions, and other healthcare program entrance assessments requiring quantitative reasoning and mathematics. The question-and-answer format supports active recall, formula memorization, rapid review, and focused preparation across the major mathematics concepts represented in the provided material.
Content preview
Ivy Tech Community College MATH 123
ATI TEAS 7 MATH Exam Questions Verified and Provided
with Complete A+ Graded Answers Latest Updated 2026
finding the % = p (part)/ w (whole)
percentage
finding the part p (part) = w (whole) x %
finding the whole w (whole) = p (part) / %
percent increase percent increase = new amount - original
amount / original amount x 100
mean found by adding all numbers in a set
together and dividing that by the
number of the numbers in a set
median arrange numbers from least to greatest
and then find the middle number; when
there are an even amount of numbers in
a set, find the average (mean) of those
two numbers
mode arrange numbers from least to greatest,
then find the number (s) that occurs the
, most often
range subtract the smallest number from the
highest number in a set
standard deviation a measure of variability that describes
the average distance of every score from
the mean
low standard data is tightly clustered around the mean
deviation
high standard data is loosely spread over a range of
deviation values
symmetry data is equally distributed on either side
of a line or point
number of peaks when data has multiple local maxima or
minima; data can be bimodal (two
peaks), unimodal (one peak), or
multimodal (more and two peaks)