TEAS Math Practice Test: Your Path to Exam Success

TEAS Math Practice Test

Preparing for the TEAS Math section can be a daunting task, especially if math isn’t your strongest subject. However, utilizing the right resources can help you approach this part of the exam with confidence. One of the most effective strategies is to take TEAS Math Practice Tests, which are designed to reinforce your understanding and build speed.

Why Take TEAS Math Practice Tests?

Using our TEAS Math Practice Test and other resources allows you to prepare effectively for your TEAS exam. Our practice questions mimic the format and style of the actual exam, providing you with a realistic testing experience. Here are some key benefits of incorporating practice tests into your study routine:

  • Identify Knowledge Gaps: Practice tests help pinpoint areas that need improvement, whether it’s algebra, geometry, or percentages.
  • Build Speed and Accuracy: By simulating exam conditions, you’ll improve your ability to answer questions quickly and correctly.
  • Reduce Test Anxiety: Familiarity breeds confidence. Taking multiple practice tests reduces uncertainty on exam day.

Additionally, we provide detailed answer explanations to help you understand why an answer was right or wrong, enhancing your learning experience.

For a comprehensive collection of TEAS Math Practice Tests, explore our resources on Nursing Elites.

TEAS Math Exam Overview

The TEAS math section is one of four sections you will be tested on during the exam. Here’s what to expect:

  • Total Questions: 38
  • Time Limit: 57 minutes

The breakdown of questions is as follows:

  • Numbers and Algebra: 18 Questions
  • Measurement and Data: 16 Questions
  • Unscored Questions: 4 Questions

If you feel comfortable with this portion of the exam, consider tackling other TEAS practice tests.

Key Concepts to Study for TEAS Math

Many students struggle with math, often due to forgotten concepts or gaps in their foundational knowledge. To prepare effectively, ensure you are comfortable with these key areas:

Basic Operations

  1. What is the sum of 47 and 56?
    A) 93
    B) 102
    C) 100
    D) 101
    Answer: A) 103
  2. Subtract 89 from 145. What is the result?
    A) 67
    B) 56
    C) 54
    D) 48
    Answer: C) 56
  3. Multiply 12 by 8.
    A) 96
    B) 82
    C) 88
    D) 84
    Answer: A) 96
  4. Divide 144 by 12.
    A) 12
    B) 10
    C) 14
    D) 16
    Answer: D) 12
  5. What is the result of adding 23.7 and 45.3?
    A) 69.0
    B) 68.5
    C) 67.0
    D) 66.5
    Answer: A) 69.0

Working with Negative Numbers

  1. What is -7 + 5?
    A) -2
    B) -3
    C) 2
    D) 3
    Answer: A) -2
  2. Subtract -4 from 9.
    A) 13
    B) 5
    C) 4
    D) 3
    Answer: A) 13
  3. Multiply -3 by 6.
    A) 18
    B) -18
    C) -9
    D) 9
    Answer: B) -18
  4. Divide -36 by -6.
    A) 6
    B) -6
    C) 3
    D) -3
    Answer: A) 6
  5. What is the absolute value of -15?
    A) -15
    B) 0
    C) 15
    D) 30
    Answer: C) 15

Decimals

  1. Add 3.75 and 2.4.
    A) 6.15
    B) 6.25
    C) 6.35
    D) 6.45
    Answer: A) 6.15
  2. What is 5.6 minus 1.2?
    A) 4.4
    B) 5.0
    C) 3.4
    D) 3.2
    Answer: A) 4.4
  3. Multiply 0.8 by 0.5.
    A) 0.4
    B) 0.2
    C) 0.6
    D) 0.8
    Answer: A) 0.4
  4. Divide 9.6 by 3.2.
    A) 2.4
    B) 3.0
    C) 3.2
    D) 4.0
    Answer: A) 3.0
  5. What is 0.25 as a fraction?
    A) 1/4
    B) 1/2
    C) 1/8
    D) 3/4
    Answer: A) 1/4

Rounding and Estimating

  1. Round 67.3 to the nearest whole number.
    A) 67
    B) 68
    C) 69
    D) 70
    Answer: B) 67
  2. Estimate the sum of 48.6 and 27.5.
    A) 75
    B) 76
    C) 77
    D) 78
    Answer: B) 76
  3. What is 9.84 rounded to one decimal place?
    A) 9.8
    B) 9.9
    C) 10.0
    D) 9.4
    Answer: A) 9.8
  4. Round 123.45 to the nearest ten.
    A) 120
    B) 130
    C) 125
    D) 140
    Answer: B) 120
  5. Estimate the product of 7.3 and 4.9.
    A) 36
    B) 34
    C) 37
    D) 38
    Answer: C) 36

Fractions

  1. What is 1/2 + 1/3?
    A) 5/6
    B) 4/6
    C) 1/6
    D) 3/6
    Answer: A) 5/6
  2. Subtract 3/4 from 1.
    A) 1/4
    B) 1/2
    C) 3/4
    D) 2/4
    Answer: A) 1/4
  3. Multiply 2/5 by 3/7.
    A) 6/35
    B) 1/5
    C) 1/2
    D) 5/14
    Answer: A) 6/35
  4. Divide 4/9 by 2/3.
    A) 6/9
    B) 2/3
    C) 6/4
    D) 2/9
    Answer: D) 2/9
  5. Convert 3/8 to a decimal.
    A) 0.375
    B) 0.4
    C) 0.5
    D) 0.25
    Answer: A) 0.375

For thorough coverage of these topics, consult our TEAS test study guide, which ensures that you master each concept before taking the exam.

Sample TEAS Math Practice Questions

Here’s a sample of questions to get you started:

  1. What is 45% of 200?
    A) 80
    B) 90
    C) 100
    D) 110
    Answer: B) 90
  2. A car travels 120 miles in 2 hours. What is its average speed?
    A) 50 mph
    B) 55 mph
    C) 60 mph
    D) 65 mph
    Answer: C) 60 mph
  3. If x + 5 = 12, what is the value of x?
    A) 5
    B) 7
    C) 12
    D) 17
    Answer: B) 7
  4. What is the area of a rectangle with a length of 10 and a width of 4?
    A) 14
    B) 24
    C) 40
    D) 54
    Answer: C) 40
  5. If a triangle has a base of 6 and a height of 8, what is its area?
    A) 24
    B) 30
    C) 36
    D) 48
    Answer: A) 24

TEAS Math FAQs

Can I use a calculator on the TEAS exam?
Yes, students are permitted to use a calculator on the TEAS exam. However, you will use a simple four-function calculator provided by the testing center. It’s beneficial to practice with a similar style calculator to prepare effectively.

How many questions are on the TEAS math section?
There are 38 questions in the TEAS math section, split across various topics, ensuring a comprehensive assessment of your skills.

What is the time limit for the TEAS math section?
You have 57 minutes to complete the math section, making time management a crucial part of your preparation.

How can I study for the TEAS math section?
Utilizing practice tests, like our TEAS Math Practice Test, along with dedicated study guides, can significantly enhance your understanding and readiness for the exam. Regular practice and tracking your progress will help ensure you are well-prepared.

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