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TEAS Math Exponents Worksheet

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TEAS Math: Exponents & Roots

ATI TEAS Math Review — Lesson 1 | Grade 12 CCSS Practice

Exponents and roots math illustration

📐 Part 1: Multiple Choice — Exponents & Roots

Directions: Circle the best answer for each question. Use scratch work in the box provided.

1. What is the value of 3⁴?

A) 12

B) 64

C) 81

D) 27

2. Simplify: 2³ × 2²

A) 2⁵

B) 2⁶

C) 4⁵

D) 2¹

3. What is √144?

A) 11

B) 14

C) 12

D) 72

4. Which expression equals 5⁰?

A) 0

B) 5

C) 1

D) undefined

5. Simplify: (4²)³

A) 4⁵

B) 4⁶

C) 16³

D) 4⁸

✏️ Part 2: Show Your Work — Step-by-Step Practice

Directions: Solve each problem. Show all steps in the work box. Write your final answer on the line.

6. Evaluate: 2⁵ − 4²

Final Answer: ___________

7. Simplify using exponent rules: (x³)(x⁴) = ___________

Rule used: ___________________________________________

8. Estimate √50 to the nearest whole number. Between which two perfect squares does 50 fall?

√_____ < √50 < √_____     Best estimate: √50 ≈ ___________

9. A nurse calculates a medication dosage using the formula D = 2³ × w, where w = 5 mg. What is the dosage D?

Final Answer: D = ___________ mg

10. Simplify: 10⁶ ÷ 10³

Hint: Use the quotient rule — subtract the exponents.

Final Answer: ___________

🌟 Part 3: TEAS Challenge — Mixed Exponent & Root Problem

Directions: Read carefully and solve. Show all steps. This is the type of multi-step problem you may see on the ATI TEAS exam.

11. A square room has an area of 196 square feet. A cylindrical column in the room has a radius of 2 feet and a height of 8 feet.

Part A: Find the side length of the room using a square root.    Side = √196 = ___________ ft

Part B: Calculate the volume of the cylinder using V = π r²h. Use π ≈ 3.14.

Volume = ___________ cubic feet

12. Reflection: In your own words, explain the difference between a square root and a squared number. Give one example of each.

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