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Simplify: (n^(a))^(7). Leave your answer in exponent notation.

User Suyog
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Final answer:

The expression (n^a)^7 simplifies to n^(7*a) in exponent notation, following the rule of power to a power.

Step-by-step explanation:

The expression (n^a)^7 can be simplified using the rule of power to a power in exponent notation. This rule states that when raising a power to another power, you multiply the exponents.

So when we apply this rule to the expression, it simplifies as follows: (n^a)^7 = n^(a*7). Thus, the solution to the problem is n^(7*a)

Learn more about Exponent Notation

User Patrick Michalina
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