Evaluating Expressions with Exponents Worksheet
If you're a math teacher or a student looking to practice evaluating expressions with exponents, you've come to the right place. This blog post will introduce you to a comprehensive worksheet that will help you develop a solid understanding of this fundamental concept in mathematics.
Table of Images 👆
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- Evaluating Algebraic Expressions Worksheets
- Powers and Exponents Worksheet
- Multiplication of Exponents and Division Worksheets
- Simplifying Rational Expressions Worksheets
- Exponents Worksheets
- These Algebra 1 - Exponents Worksheets
- Properties of Logarithms Algebra 2 Worksheet Answers
- Square Root Math Worksheets
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What is the exponent in the expression 5²?
The exponent in the expression 5² is 2.
Evaluate the expression 3³.
The expression 3³ evaluates to 27. This is calculated by multiplying 3 by itself three times, which results in 27.
Simplify the expression 2? × 2².
The expression 2? × 2² simplifies to 2?, which is equal to 64.
Calculate the value of 6? ÷ 2².
To calculate 6? ÷ 2², we first simplify each term. 6? is equal to 7,776 while 2² equals 4. Then, we divide 7,776 by 4 to get the result which is 1,944.
Find the square root of 49.
The square root of 49 is 7.
Evaluate the expression (4 + 3)².
The expression (4 + 3)² simplifies to (7)², which is equal to 49.
Simplify the expression 7? ÷ 7³.
When simplifying the expression 7? ÷ 7³, we can combine the powers of 7 by subtracting the exponents. This gives us 7? ÷ 7³ = 7^(4-3) = 7^(1) = 7. Therefore, the simplified expression is 7.
Calculate the value of (2?)².
The value of (2?)² is 1024. This is calculated by first finding 2 raised to the power of 5, which equals 32, and then squaring that result to get the final value of 1024.
Find the cube root of 27.
The cube root of 27 is 3.
Evaluate the expression (9 - 6)³.
The expression (9 - 6)³ simplifies to (3)³ which is equal to 27.
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