Free & Printable ATI TEAS 7 Math Worksheets

The ATI TEAS 7 Math section can be a major hurdle for many aspiring nursing and allied health students. With limited time and a broad range of math topics to cover, students often feel overwhelmed, especially when math hasn’t been their strong suit in the past. The good news? You don’t need expensive tutors or overwhelming textbooks. With focused practice and the right tools – like free and printable ATI TEAS 7 math worksheets – you can build your math foundation step-by-step and approach the exam with confidence.

In this article, we’ll explore the foundational math concepts you need to master for the TEAS 7 exam, and how printable worksheets can serve as powerful tools to guide your learning.

Understanding the ATI TEAS 7 Math Section

The Test of Essential Academic Skills (TEAS) is required by many nursing and allied health programs across the United States. The Math portion of the ATI TEAS 7 evaluates a student’s understanding of numbers, algebra, data interpretation, and measurement.

The math section includes 36 multiple-choice and alternate-format questions and must be completed in 54 minutes. That gives you roughly 90 seconds per question. It tests not only your computational skills but also your problem-solving and critical thinking abilities.

Here’s a breakdown of the math section content:

Numbers and Algebra: 23 questions
Measurement and Data: 13 questions

Foundational math topics are deeply embedded in both categories, making it essential to have strong basics in order to tackle more advanced questions.

Why Foundational Math Skills Matter

Before diving into complex formulas or algebraic equations, it’s crucial to strengthen your grip on fundamental concepts. Foundational skills – such as arithmetic operations, fractions, decimals, and number properties – are the building blocks for more challenging math topics. Many students struggle with higher-level math simply because they’ve skipped mastering the basics.

Foundational proficiency helps you:

Perform mental math quickly during the test
Reduce calculator dependence
Avoid common calculation errors
Recognize patterns and relationships in math problems

By focusing first on these essential skills, you’re setting yourself up for greater success with advanced topics down the road.

The Role of Printable Worksheets in Math Practice

One of the most effective study tools is the humble worksheet. Unlike digital quizzes that often limit attempts or jump between concepts, printable worksheets allow for focused, repeated practice. They also give you the chance to annotate, highlight, and solve problems step-by-step at your own pace.

Here’s why worksheets are particularly useful for TEAS 7 Math prep:

Provide targeted practice for specific topics
Easy to organize and reuse for review
Encourage hands-on problem solving
Enable error tracking and improvement over time
Can be used independently or in classroom/group settings

When aligned with the TEAS 7 content standards, printable worksheets serve as a practice bank of real-world math scenarios, preparing you for what to expect on test day.

Let’s explore the most important foundational math concepts that every TEAS 7 test-taker should master, along with how to approach them using free, printable resources.

Working with Whole Numbers

Whole numbers – positive integers including zero – are the foundation of most early math operations. These concepts may seem basic, but the TEAS 7 often includes questions where mistakes with whole numbers lead to incorrect answers.

Skills to Practice

Adding and subtracting whole numbers
Multiplying and dividing multi-digit numbers
Recognizing place value and digit relationships
Estimating sums and products for word problems

Example Practice Question

Estimate the result of 398 × 6 by rounding the first number to the nearest hundred.

Answer: Rounding 398 to 400, 400 × 6 = 2400

This skill helps with mental math and approximation in multi-step problems, especially under time pressure.

Worksheet Tip

Look for worksheets that include both computation and word problems. Practice problems should include a variety of number lengths and challenge you to solve with and without calculators.

Rounding and Estimating

Rounding helps simplify complex problems, especially when exact answers aren’t necessary. Estimation is frequently used in nursing practice for dosage calculations, budgeting, and interpreting charts.

Skills to Practice

Rounding whole numbers to the nearest ten, hundred, or thousand
Rounding decimals to the nearest tenth or hundredth
Estimating outcomes of operations using rounded numbers

Example Practice Question

Round 3.786 to the nearest hundredth.

Answer: 3.79

Worksheet Tip

Use worksheets that mix decimal and whole number rounding. Some should present real-world scenarios (e.g., estimating patient medication dosage), which reinforce test relevance.

Mastering Fractions

Fractions are another core concept on the TEAS 7. Many students struggle with fraction operations because they rely too heavily on calculators or were never confident with fractions in school. Mastery here gives you a huge advantage.

Skills to Practice

Identifying and simplifying fractions
Converting between improper fractions and mixed numbers
Adding, subtracting, multiplying, and dividing fractions
Solving word problems involving fractions

Example Practice Question

What is 2/3 + 4/9?

Answer: Find a common denominator (9). 2/3 = 6/9, so 6/9 + 4/9 = 10/9 or 1 1/9

Worksheet Tip

Use worksheets that offer visual models like pie charts or bar fractions, especially for beginners. Gradually progress to more complex operations and mixed number conversions.

Decimals: Calculation and Comparison

Decimals show up in measurements, financial problems, and data interpretation. A solid grasp of decimal operations is essential for the ATI TEAS 7.

Skills to Practice

Converting between fractions and decimals
Adding, subtracting, multiplying, and dividing decimals
Comparing and ordering decimal values
Rounding decimals to specific places

Example Practice Question

Multiply 0.6 × 0.04.

Answer: 0.024

Many test-takers forget to count decimal places, leading to common calculation errors.

Worksheet Tip

Look for worksheets with side-by-side decimal and fraction problems. Practice aligning decimals during operations to reduce place value errors. Challenge yourself with measurement conversion worksheets that involve decimals.

Order of Operations (PEMDAS)

The order of operations ensures mathematical expressions are evaluated consistently. It’s a key skill tested in algebra and number operations questions on the TEAS 7.

Skills to Practice

Understanding and applying PEMDAS (Parentheses, Exponents, Multiplication/Division, Addition/Subtraction)
Solving multi-step problems with nested parentheses
Working with mixed number types (fractions, decimals, whole numbers)

Example Practice Question

Solve: 3 + 6 × (5 + 4) ÷ 3 – 7

Answer:
Step 1: Parentheses: 5 + 4 = 9
Step 2: Multiplication: 6 × 9 = 54
Step 3: Division: 54 ÷ 3 = 18
Step 4: Addition/Subtraction: 3 + 18 – 7 = 14

Worksheet Tip

Choose worksheets with increasingly complex expressions and encourage mental problem-solving before checking with a calculator.

Applying Math to Real-World Problems

A major strength of TEAS math worksheets is that they often present math in the context of real-life scenarios – similar to the test. Word problems train you to identify relevant operations and ignore extraneous information.

Common Themes in Word Problems

Budgeting or money calculations
Patient vitals and dosage interpretation
Converting measurements (liters to milliliters, pounds to ounces)
Time and scheduling

Worksheet Tip

Work through word problems slowly, underlining keywords. Use worksheets that feature TEAS-style questions with distractor choices to build familiarity.

Setting Up a Study Routine with Worksheets

Consistency matters more than intensity when preparing for the TEAS math test. Aim for 20 – 30 minutes of practice per day, focusing on one worksheet topic at a time. Keep a notebook of mistakes and review them weekly.

Here’s a sample weekly schedule using worksheets:

Week 1:

Day 1: Whole Numbers Review
Day 2: Rounding & Estimation Practice
Day 3: Fractions – Simplifying and Conversions
Day 4: Fractions – Operations
Day 5: Decimals Review
Day 6: Mixed Problem Set
Day 7: Rest or light review

You can rotate this schedule for 4 – 6 weeks, increasing difficulty over time.

Where to Find Free & Printable Worksheets

You can find high-quality TEAS 7 math worksheets through:

Educational websites focused on test prep
Math curriculum blogs and teacher-created resources
PDF worksheets from nursing education forums
Dedicated TEAS preparation platforms

Always verify that worksheets align with TEAS 7 standards. Look for topics that match the ATI Math blueprint and include real-world applications.

Building a strong math foundation is the first and most important step in conquering the ATI TEAS 7 Math test. By focusing on whole numbers, fractions, decimals, and basic operations – while using structured and printable worksheets – you’ll develop accuracy, speed, and confidence.

Worksheets give you a clear path to practice the right skills, reinforce learning with repetition, and measure your progress. In Part 2 of this series, we’ll move into intermediate concepts including ratios, proportions, percentages, and algebra basics – plus how printable worksheets can simplify these more complex areas.

Mastering Intermediate Math Skills

We introduced foundational ATI TEAS 7 Math concepts, covering whole numbers, fractions, decimals, and operations. With those skills in place, it’s time to move into the intermediate-level topics that form the heart of the ATI TEAS 7 Math section. These include ratios, proportions, percentages, and basic algebra – all essential for solving real-world math problems on the test.

This article offers an in-depth look at these crucial topics, supported by free, printable worksheets designed to help you or your students gain fluency and confidence.

Why Intermediate Math Skills Are Critical for the TEAS 7

Intermediate math topics bridge the gap between elementary computation and real-world problem-solving. On the ATI TEAS 7 test, you’ll encounter questions where math is integrated into realistic scenarios – like medication dosages, health statistics, and budgeting. These problems often require you to:

Compare values (ratios and proportions)
Calculate growth or reduction (percentages)
Represent and solve unknowns (algebra)

Without solid skills in these areas, even students who are strong in arithmetic may find themselves struggling. That’s where structured practice comes in.

Printable worksheets that target each intermediate concept separately – and then blend them into mixed practice sets – offer one of the most efficient ways to build both understanding and speed.

Understanding Ratios and Proportions

Ratios and proportions are tools for comparing quantities. They’re everywhere in nursing and healthcare: medication dosages, solution concentrations, and patient-to-staff ratios.

Key Ratio Skills

Writing ratios in different formats (2:3, 2 to 3, 2/3)
Simplifying ratios to lowest terms
Solving proportions using cross-multiplication
Identifying equivalent ratios
Applying ratios in word problems

Sample Problem

A nurse must mix a solution in a ratio of 2 parts medication to 5 parts saline. How much medication is needed if 35 mL of saline is used?

Set up the ratio:
2/5 = x/35
Cross-multiply:
5x = 70
x = 14 mL of medication

Worksheet Suggestions

Start with worksheets that focus on writing and simplifying ratios. Gradually move into sheets that focus on solving proportions, with and without word problems. Include units (liters, mL, grams) to simulate real-world usage.

Proportions in Practical Scenarios

Proportions help you determine unknown values when you know two equivalent ratios. This is useful for:

Recipe conversions
Medication dosing (e.g., mg per kg of body weight)
Scaling up or down

Sample Word Problem

A recipe uses 3 eggs for every 2 cups of flour. How many eggs are needed for 6 cups of flour?

Set up the proportion:
3/2 = x/6
2x = 18 ? x = 9 eggs

Worksheet Tip

Use printable worksheet packs themed by context: one set for medical dosage ratios, one for cooking conversions, and one for classroom word problems. Focus on helping students set up proportions before solving them.

Percentages and Their Applications

Percentage problems are some of the most commonly tested on the ATI TEAS 7. You’ll need to know how to convert between percents, decimals, and fractions, as well as how to calculate percentage change, discounts, taxes, tips, and interest.

Core Percent Skills

Converting between decimals, percents, and fractions
Solving for the part, whole, or percent
Applying percent formulas in real-world settings
Finding percent increase or decrease
Calculating tax, tip, discount, markup

Sample Problem

A patient’s weight increased from 120 lbs to 132 lbs. What is the percent increase?

Increase = 132 – 120 = 12
(12 / 120) × 100 = 10%

Worksheet Suggestions

Use percentage worksheets that begin with basic percent problems (e.g., “What is 25% of 160?”) and progress to applied word problems. Include real-life formats: paychecks, invoices, nutrition labels, and health statistics.

Practice with Discounts and Sales Tax

Healthcare workers must understand financial math – especially when explaining costs to patients. TEAS questions might test your understanding of:

Sale prices
Tips and gratuities
Markup and markdown
Tax calculations

Sample Word Problem

A medical supply originally costs $80. A 15% discount is applied. What is the final price?

Discount: 0.15 × 80 = $12
Final price: 80 – 12 = $68

Worksheet Tip

Create a set of “shopping math” printable worksheets that mix taxes, tips, and discounts. Add challenge problems requiring multi-step thinking (e.g., discount followed by tax).

Understanding Simple Interest

Simple interest problems use the formula:
I = P × R × T
Where:

I = interest
P = principal (initial amount)
R = annual interest rate (decimal)
T = time in years

Though not the most frequent topic, interest calculations sometimes appear on the TEAS.

Sample Problem

Calculate the interest on a $1,200 loan at 6% annually for 2 years.

I = 1200 × 0.06 × 2 = $144

Worksheet Tip

Use worksheets that walk through plug-and-solve problems, then introduce reverse problems where students must solve for time, rate, or principal. Include word problems for realism.

Introduction to Algebra on the ATI TEAS 7

Algebra appears on the TEAS as both isolated equations and word problems. You’ll need to understand variables, expressions, and solving equations. Algebra may seem intimidating at first, but it’s logical and rule-based.

Algebra Skills to Master

Simplifying expressions
Evaluating expressions by substitution
Solving one- and two-step equations
Using the distributive property
Combining like terms
Translating verbal phrases into algebra

Sample Problem

Simplify: 4(x + 2) + 3x

Step 1: Distribute ? 4x + 8 + 3x
Step 2: Combine like terms ? 7x + 8

Worksheet Suggestions

Use color-coded algebra worksheets that guide students step by step:

Distribute
Combine like terms
Solve
Include “explain your steps” questions to deepen understanding.

Translating Phrases into Algebraic Expressions

Many TEAS math questions begin as word problems. You’ll need to translate phrases into expressions before solving.

Common Phrases to Know

“Sum of” ? addition
“Product of” ? multiplication
“Twice a number” ? 2x
“Increased by” ? add
“Decreased by” ? subtract

Sample Problem

Write an expression for: Five more than twice a number.

Expression: 2x + 5

Worksheet Tip

Use worksheets that mix word phrases and require translation into expressions. Follow up with tasks where students simplify the resulting expressions or evaluate them for specific values of x.

Solving One-Step and Two-Step Equations

Solving equations involves isolating the variable using inverse operations.

Sample Problem

Solve: 2x – 3 = 11

Step 1: Add 3 ? 2x = 14
Step 2: Divide by 2 ? x = 7

Worksheet Suggestions

Start with one-step equations only (e.g., x – 7 = 12). Once students are confident, introduce two-step problems, including negatives and fractions. Use guided formats for first-timers and challenge formats for review.

Common Mistakes to Avoid

Forgetting to cross-multiply in proportions
Always use cross-products to solve: a/b = c/d becomes ad = bc.

Misinterpreting percentage language
Know when a percent refers to a part, a total, or a change.

Dropping negative signs in algebra
Use parentheses when subtracting negative values.

Skipping steps
Always show work on worksheets. Skipping steps leads to errors on test day.

How to Structure Your Practice

Printable worksheets are most effective when you follow a system. Here’s a suggested weekly schedule:

Week 2: Intermediate Math Focus

Day 1: Ratios and Proportions
Day 2: Percent Calculations
Day 3: Percent Word Problems
Day 4: Intro to Algebra
Day 5: Translating Phrases
Day 6: Solving Equations
Day 7: Mixed Review or Timed Quiz

Use checklists to track completed worksheets. Keep a separate sheet for reviewing incorrect answers. Redo those problems a day or two later to reinforce learning.

Final Tips for Worksheet Success

Mix practice types. Alternate between pure calculation and word problems.
Simulate real test timing. Give yourself 1 minute per problem in mixed sets.
Revisit tricky topics. Use error tracking to identify weak spots.
Quiz yourself weekly. Create a review sheet with past worksheet problems.
Use answer keys wisely. Check work only after solving, not during.

Intermediate-level math is where your TEAS preparation truly takes shape. Concepts like ratios, percentages, and basic algebra give you the tools to approach complex, real-world problems with confidence. With the help of focused, printable worksheets, you can master these skills step by step, reinforcing each topic until it becomes second nature.

We’ll explore advanced topics such as exponents, geometry, and data interpretation. We’ll also share tips on tackling full-length practice tests and managing math anxiety.

ATI TEAS 7 Math Worksheets: Advanced Concepts and Test Readiness

In Parts 1 and 2 of this series, we covered foundational and intermediate math skills essential for the ATI TEAS 7 Math section. In this final part, we’ll explore the advanced math concepts you’ll need to master, including exponents, geometry, statistics, and test-taking strategies. These concepts can be the most challenging, but with focused worksheet practice, you can build both competence and confidence.

The Importance of Advanced Math Topics

While basic arithmetic and algebra make up the majority of the TEAS Math section, advanced topics appear frequently in complex questions that involve multiple steps. These questions often test your ability to apply math in realistic healthcare scenarios. Whether it’s interpreting patient data, estimating dosage, or understanding measurements in medical environments, advanced math helps prepare you for real-world problem-solving as a nursing student.

Exponents, Roots, and Scientific Notation

Exponents and square roots show up in many formulas and scientific contexts. You’ll be expected to simplify expressions, interpret notation, and calculate values efficiently.

Key Concepts to Master

Laws of exponents: product rule, quotient rule, power rule
Zero and negative exponents
Simplifying square roots
Scientific notation: converting between standard and scientific form
Operations with numbers in scientific notation

Sample Problem

Simplify: (3² × 3³) ÷ 3

Step 1: Apply exponent rules
3² × 3³ = 3?
3? ÷ 3 = 3? = 81

Worksheet Tip

Use worksheets that gradually introduce exponent rules, followed by mixed problems that include scientific notation and radicals. Include both numeric and word problems, especially ones that connect to medical dosage or lab results.

Geometry and Measurement Applications

Geometry problems on the TEAS test your ability to measure and calculate the dimensions of both 2D and 3D objects. These skills are useful when dealing with space management, dosage containers, or spatial diagrams in medical imaging.

What to Study

Area and perimeter of rectangles, triangles, and circles
Surface area and volume of cylinders, prisms, and cones
The Pythagorean Theorem
Unit conversions (metric and customary)
Angle types and relationships

Sample Problem

A circular tray has a radius of 7 inches. What is the area?
Use the formula A = ?r²
A = 3.14 × (7 × 7) = 3.14 × 49 = 153.86 in²

Worksheet Tip

Print geometry worksheets that focus on one formula at a time. Use visual aids and diagrams, then gradually progress to problems that involve conversions and real-world applications like measuring containers or calculating storage space.

Understanding Graphs and Data Interpretation

You will often be asked to read charts, graphs, and tables and extract or calculate information. These questions evaluate your ability to analyze data, draw conclusions, and apply numerical reasoning in real-world contexts.

Common Graph Types

Bar graphs
Line graphs
Pie charts
Stem-and-leaf plots
Histograms
Data tables

Key Skills

Reading and interpreting data accurately
Estimating and comparing values
Finding the mean, median, mode, and range
Identifying trends and making predictions

Sample Problem

A pie chart shows the distribution of patient conditions in a clinic: 40% respiratory, 30% cardiovascular, 20% neurological, 10% other. If there are 200 patients, how many have cardiovascular conditions?
30% of 200 = 0.30 × 200 = 60

Worksheet Tip

Use worksheets with a mix of graph types. Include true/false questions, multiple choice, and word problems that ask students to interpret real-life data (like hospital visits or patient monitoring results). This builds both fluency and confidence with visual data.

Probability and Statistics on the TEAS

Probability questions ask you to calculate the likelihood of certain outcomes, while statistics problems test your understanding of how to describe and summarize data.

What You Need to Know

Mean (average), median, mode, and range
Simple probability (single event)
Compound probability (multiple independent events)
Interpreting statistical data
Counting outcomes (permutations and combinations basics)

Sample Problem

A bag contains 4 red, 3 blue, and 3 green balls. What is the probability of selecting a green ball?
Total = 10 balls
P(green) = 3/10

Worksheet Tip

Use statistics worksheets that focus on both computations and interpretations. Provide short data sets and ask students to calculate average values or determine the probability of outcomes. Add healthcare-based examples to make the problems more realistic.

Combining Concepts in Multi-Step Problems

Advanced TEAS math questions often require combining multiple concepts in a single question. For example, a problem may involve both percentage and geometry or ratios and probability.

Sample Problem

A nurse fills a 120 mL syringe with a solution that is 25% medication and 75% saline. How many milliliters of medication are in the syringe?
25% of 120 = 0.25 × 120 = 30 mL

This problem combines percentage calculation with volume measurement, typical of real-life nursing scenarios.

Worksheet Tip

Create or find worksheets that blend topics across categories. These challenge students to think critically and apply multiple skills at once, just as they will need to do on test day.

How to Structure Advanced Worksheet Practice

To retain and master advanced topics, it’s helpful to follow a weekly plan that rotates between different concepts and problem types.

Sample Weekly Plan

Day 1: Exponents and scientific notation
Day 2: Square roots and radicals
Day 3: Geometry and measurement
Day 4: Graphs and data interpretation
Day 5: Probability and statistics
Day 6: Mixed concept review
Day 7: Practice quiz (timed, 20 – 25 questions)

Include printed worksheets, answer keys, and a notebook to track mistakes or recurring challenges.

Full-Length Practice Tests and Time Management

After working through targeted worksheets, the next step is to simulate actual exam conditions. Use printable practice tests that mimic the length, timing, and structure of the ATI TEAS 7.

Time Strategy

You have 54 minutes for 36 math questions, or roughly 90 seconds per question. Use practice worksheets under timed conditions to improve pacing. Circle or highlight problems where you spend too much time, then revisit those topics for additional review.

Answer Keys and Reflection

Use answer keys to immediately check your work. But don’t just mark correct or incorrect – reflect on why you got an answer wrong. Was it a miscalculation? Misreading the question? Not knowing the formula?

Create a “mistake journal” and use it to guide further practice.

Using Free and Printable TEAS Math Worksheets

Not all worksheets are created equal. Look for printable resources that:

Align with the TEAS 7 blueprint
Include real-world scenarios and word problems
Offer variety in question formats
Provide clear, step-by-step answer keys
Can be reused for review and test simulations

Always respect the terms of use. Most worksheets are available for personal use or classroom distribution, but they should not be shared via email or uploaded to public websites. Direct your students or peers to the original download page.

Final Test-Readiness Checklist

Before exam day, make sure you:

Understand all key math concepts: from arithmetic to probability
Practice with a variety of printable worksheets
Take at least two full-length practice tests
Can complete problems within the 90-second time frame
Know how to review your mistakes and adjust your strategy
Feel confident with both computation and reasoning

Conclusion

Advanced math concepts such as exponents, geometry, statistics, and data interpretation play a critical role in achieving success on the ATI TEAS 7 Math section. These areas may appear more complex than foundational skills, but they are often the difference between a good score and an outstanding one. By taking the time to master these topics through structured worksheet practice, review, and repetition, you’ll become more confident and accurate in your approach to multi-step math problems.

Worksheets are more than just practice tools – they’re learning tools. They allow you to apply concepts in a variety of ways, test your understanding, and build problem-solving endurance. To get the most benefit, use them consistently. Don’t just complete them passively; engage with each question, reflect on your solutions, and take note of any errors or gaps in understanding. This active approach to practice leads to stronger retention and better performance on test day.

When preparing for the TEAS Math section, it’s also essential to integrate timing strategies. Completing worksheets under timed conditions will help you manage the test’s time limits more effectively. Try simulating real exam conditions at least once a week to assess both accuracy and pacing. Make a habit of reviewing your results carefully and revisiting challenging concepts.

In addition, think beyond the exam. These advanced math skills are foundational to your future work in healthcare. Whether you’re calculating medication dosages, analyzing patient data, or interpreting lab reports, the quantitative reasoning abilities you’re developing now will serve you every day in your career.

Approach your preparation with patience and determination. Use worksheets to reinforce understanding, identify weaknesses, and sharpen skills. Most importantly, remind yourself that progress is a process. Each worksheet you complete, each concept you master, brings you closer to your goals – not just for test day, but for your entire academic and professional journey.