Which term represents the exponent indicating repeated multiplication of a factor?

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Multiple Choice

Which term represents the exponent indicating repeated multiplication of a factor?

Explanation:
The term used for the repeated multiplication of a factor is a power. When you see an expression like a^n, the exponent n tells you how many times to multiply the base a by itself, and the whole expression a^n is called a power. For example, 3^4 means 3 multiplied by itself four times, which is read as “the fourth power of 3.” The other terms don’t fit this idea: width is a measurement of distance across, radical relates to roots, and vertex is a point on a graph.

The term used for the repeated multiplication of a factor is a power. When you see an expression like a^n, the exponent n tells you how many times to multiply the base a by itself, and the whole expression a^n is called a power. For example, 3^4 means 3 multiplied by itself four times, which is read as “the fourth power of 3.” The other terms don’t fit this idea: width is a measurement of distance across, radical relates to roots, and vertex is a point on a graph.

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