Use the power Rule of Exponents to create a simplified equivalent expression of (12x12x12) x (12x12x12)

Answer 1

Using the power rule of exponents, we can simplify the expression (12x^12x^12) x (12x^12x^12) as follows:

(12x^12x^12) x (12x^12x^12)
= 12^1 x^12 x^12 x 12^1 x^12 x^12
= (12^1 x 12^1) x^12 x^12 x^12 x^12 x^12 x^12
= 12^(1+1) x^(12+12+12+12+12+12)
= 12^2 x^72

Therefore, the simplified equivalent expression is 12^2 x^72.