An equivalent form of eight with the small two on top of the 8×8 with a small six on top of the eighth can be calculated using the product rule of exponents.
Starting with 8^2 × 8^6, we can apply the product rule of exponents, which states that when multiplying two exponential expressions with the same base, we add their exponents.
Therefore, 8^2 × 8^6 is equal to 8^(2+6), which simplifies to 8^8.
So, an equivalent form of eight with the small two on top of the 8×8 with a small six on top of the eighth is 8^8.
Product rule and exponents QuickChek, using the product rule of exponents. What is an equivalent form of eight with the small two on top of the 8×8 with a small six on top of the eighth
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