SOLUTION: use the laws of exponents to simplify
6^5/8 / 6^3/8
^ means it is raising to that power. The / means fractions. So it is 6 being raised to the 5/8 power(numerator) over
Algebra ->
Radicals
-> SOLUTION: use the laws of exponents to simplify
6^5/8 / 6^3/8
^ means it is raising to that power. The / means fractions. So it is 6 being raised to the 5/8 power(numerator) over
Log On
Question 468000: use the laws of exponents to simplify
6^5/8 / 6^3/8
^ means it is raising to that power. The / means fractions. So it is 6 being raised to the 5/8 power(numerator) over 6 raised to the 3/8 power (denominator) Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! use the laws of exponents to simplify
6^5/8 / 6^3/8
--------
When dividing, subtract the exponent in the denominator
6^(5/8) / 6^(3/8) =
