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To fill in the blanks, we first calculate \( 8^3 \):
\[
8^3 = (8)(8)(8)
\]
Now letβs calculate it step by step:
1. Calculate \( (8)(8) = 64 \)
2. Now multiply that result by 8:
\( 64 \times 8 = 512 \)
Thus, we find that:
\[
8^3 = 512
\]
So the fully completed statement is:
A power uses an exponent to indicate how many factors of the base are being multiplied.
8^(3)
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8^(3) = (8)(8)(8) = 512