This week in math 10 we learned all about exponents. Although the beginning of this unit was review I learned quite a bit about solving equations involving exponents. This week one of the things that I learned was how to solve fraction exponents. I also learned a phrase to remember when solving these types of equations, “flower to the power, root to the root”.
Example:
How to solve the problem:
- You look at the fraction exponent and determine which number is the flower and which number is the root of the flower, the numerator will always be the flower and the denominator will always be the root. the flower will act as the power of the radicand and the root will go in front of the root sign acting as the index.
- Next, you find the root of the radicand, after finding the root you should be left with the root of the radicand and an exponent. You then multiply the number by itself as many times as the exponent calls for. what you should be left with is the answer to your equation.