# Exponent Project

### The rules of Exponents

## More rules of exponents

## Power of a product

To find the power of a product in exponents you have to distribute the exponent to both numbers.

Example: (6x)2= 62x2## Power of quotients property

When you have the power of a quotient property all you have to do is distribute the exponent to the top and bottom number. Then multiply.

Example: (⅔)2 = 22/32 = 4/9

## Zero exponent

When you have the power of a quotient property all you have to do is distribute the exponent to the top and bottom number. Then multiply.

Example: (⅔)2 = 22/32 = 4/9

## Exponent of negative numbers

When you have the power of a quotient property all you have to do is distribute the exponent to the top and bottom number. Then multiply.

Example: (⅔)2 = 22/32 = 4/9

## Growth and Decay

Growth and decay- Exponential Growth is when the growth of a mathematical rate increases. Exponential decay occurs when the change is negative or decreases.

## Fractional Exponents

Fractional exponents is when you have something like x2/3. To solve this all you have to do is put it in root form. 3(square root)X 2.