In the expression a^n, the exponent n indicates what?

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Multiple Choice

In the expression a^n, the exponent n indicates what?

Explanation:
The exponent tells you how many times to multiply the base by itself. In a^n, a is the base and n is the power that determines how many factors of a appear in the product, so a^n equals a × a × ... × a (n times). That n is called the exponent or power. The base is the number being multiplied, which is a in this expression. The term degree belongs to polynomials, describing the highest exponent, while radius is a geometric concept related to circles. For example, a^3 means a × a × a, and a^0 equals 1.

The exponent tells you how many times to multiply the base by itself. In a^n, a is the base and n is the power that determines how many factors of a appear in the product, so a^n equals a × a × ... × a (n times). That n is called the exponent or power. The base is the number being multiplied, which is a in this expression. The term degree belongs to polynomials, describing the highest exponent, while radius is a geometric concept related to circles. For example, a^3 means a × a × a, and a^0 equals 1.

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