Question

What is the power of a power rule?

   What is the power of a power rule?

Algebra for College Students

Algebra for College Students

Mark Dugopolski 5th Edition

Chapter 5, Problem 1

Instant Answer

Solved by Expert Coach Rye

04/19/2020

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It is a rule in mathematics that deals with exponents. Show more…

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What is the power of a power rule?

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Key Concepts

Exponentiation

Exponentiation is a mathematical operation involving two numbers, the base and the exponent, where the base is multiplied by itself as many times as indicated by the exponent. This concept is foundational for understanding a variety of rules and properties in mathematics concerning repeated multiplication.

Laws of Exponents

The laws of exponents are a set of rules that simplify expressions involving powers. These rules enable the manipulation and reduction of expressions with exponents, including operations such as multiplying and dividing exponential expressions, raising a product to a power, and applying the power of a power rule.

Power of a Power Rule

The power of a power rule is a specific exponent rule which states that when an exponential expression is raised to another power, the exponents can be multiplied. For example, in any expression of the form (a^m)^n, the rule allows it to be simplified to a^(m*n), thus streamlining the process of handling complex exponential expressions.

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