Rewrite 10^-7 as a non-negative exponent
Can someone help me how to solve this problem?
10^-7 = 1/10^7
1 = 10^0
so, 1/10^7 = 10^0 / 10^7 = 10^(0-7) = 10^-7
To rewrite 10^-7 as a non-negative exponent, we can make use of the rule of exponents. Specifically, any non-zero number raised to the power of zero is equal to 1. Therefore, we can rewrite 10^-7 as 1/10^7.
In this form, the base is still 10, but the exponent is positive.