Use the Negative Power Rule of exponents to write an equivalent expression for 0.000001

Answer 1

The Negative Power Rule of exponents states that for any real number a ≠ 0, a^(-n) = 1/a^n.

To write an equivalent expression for 0.000001 using the Negative Power Rule of exponents, we can rewrite 0.000001 as 1/1000000.

Therefore, an equivalent expression for 0.000001 using the Negative Power Rule of exponents is:
1/10^6