The big bottom number in a fraction notation where it is the number being multiplied is called the

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Multiple Choice

The big bottom number in a fraction notation where it is the number being multiplied is called the

Explanation:
In exponent notation, the number you multiply by itself is called the base. It’s the factor that gets repeated in the multiplication. For example, in 2^5, the base is 2, because you would multiply 2 by itself five times (2 × 2 × 2 × 2 × 2). The exponent tells you how many copies of the base to multiply, not which number is multiplying. The bottom number of a fraction is the denominator, which divides the whole into equal parts and isn’t the factor being multiplied. So the term that names the number used in repeated multiplication is the base. The other terms don’t fit here: the exponent is the power, a constant is a fixed value, and substitute isn’t a standard term for this idea.

In exponent notation, the number you multiply by itself is called the base. It’s the factor that gets repeated in the multiplication. For example, in 2^5, the base is 2, because you would multiply 2 by itself five times (2 × 2 × 2 × 2 × 2). The exponent tells you how many copies of the base to multiply, not which number is multiplying. The bottom number of a fraction is the denominator, which divides the whole into equal parts and isn’t the factor being multiplied. So the term that names the number used in repeated multiplication is the base. The other terms don’t fit here: the exponent is the power, a constant is a fixed value, and substitute isn’t a standard term for this idea.

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