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NAME DATE PERIOD Lesson 2 Skills Practice Negative Exponents Write each expression using a positive exponent. 1 1. 3 4 4 31 2. 8 7 7 81 3. 10 4 4 101 4. (2) 6 6 (2)1 5. (40) 3 3 (40)1 6. (17) 12 (17)
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Step 1: Identify the base of the negative exponent. This is the number that the exponent is being applied to.
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Step 2: Rewrite the negative exponent as the reciprocal of the base raised to the positive exponent. For example, if the negative exponent is -3 and the base is 2, rewrite it as 1/2^3.
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Step 3: Simplify the exponent expression by evaluating any calculations. In the previous example, 1/2^3 equals 1/8.
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Step 4: Write the final simplified form of the expression. In this case, the final result is 1/8.

Who needs skills practice negative exponents?

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Anyone studying or working in fields related to mathematics, such as algebra, calculus, physics, engineering, computer science, etc., may need to have a good understanding of skills practice negative exponents. It is an important mathematical concept used in various real-life applications and problem-solving scenarios.
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Skills practice negative exponents involve practicing problems that involve negative exponents in mathematics.
Students studying mathematics may be required to practice negative exponents.
To fill out skills practice negative exponents, students need to solve problems involving negative exponents.
The purpose of skills practice negative exponents is to help students improve their understanding and proficiency in working with negative exponents.
Students must report their solutions to problems involving negative exponents.
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