This math video app provides a quick and simple way for you to learn and understand the basics for exponent laws. All of the 4 computer animated videos are stored in your device. So, no internet connection required to play. These math videos are: Exponent Laws: Part 1, Exponent Laws: Part 2, Exponent Laws: Examples & Fractional Exponents. Each of these videos is divided into several different parts that you can easily skipped to. More details below:

Exponent Laws: Part 1
•Introduction
•Adding exponents: a^m × a^n = a^(m+n)
•Subtracting exponents: a^m ÷ a^n = a^(m-n)
•Multiplying exponents: (a^m)^n = a^(m×n)
•Multiplying exponents continued

Exponent Laws: Part 2
•Introduction
•Raising a product to an exponent: (axb)^n = a^n x b^n"
•Zero exponent: a^0 = 1
•Negative exponent: a^(-n)=1/a^n
•Negative exponent continued

Exponent Laws: Examples
•Introduction
•Example 1: Simplify 4^3 × 2^4
•Example 2: Simplify (3^2)^3 × (3^-3)^4
•Example 3: Simplify 8p^5q^5 ÷ 4p^2q^7
•Example 3: Continued

Fractional Exponents
•Introduction
•Basic ideas on fractional exponent
•Basic ideas on fractional exponent continued.
•Example 1: Simplify 8^(2/3) using the formula
•Example 2: Simplify 8^(2/3) using another method