Apply the product rule of exponents to form an equivalent expression of one with a small six on top of the one×1 with a small two on top of the one×1 with a small one on top of the one

Answer 1

To apply the product rule of exponents, we multiply the bases together and keep the exponents the same.

So, the equivalent expression of (1^6) × (1^2) × (1^1) can be obtained by multiplying the bases 1^6, 1^2, and 1^1 together.

Since any number raised to the power of 1 is equal to the number itself, we can simply multiply the numbers without worrying about their exponents.

Thus, (1^6) × (1^2) × (1^1) is equal to 1 × 1 × 1, which simplifies to 1.