Powers of Products and Quotients     Exponent Rules Help     Fun Game Tips:

- The power of a product such as (a³b²)⁴ simplifies to   a¹²b⁸ .
Exponent rules cannot reduce   a¹²b⁸   since the base 'a' is different from the base 'b'.

- The power of a quotient such as (a³/ b²)⁴ simplifies to   a¹²/ b⁸   which is equivalent to   a¹²b^-8.

- In general, a power of a product (a^mbⁿ)^u simplifies to   a^mub^nu .
- In general, a power of a quotient (a^m/ bⁿ)^u simplifies to   a^mu/ b^nu   which is equivalent to   a^mub^-nu.

- Here are three examples of using exponent rules to simplify powers:
(ky⁵)² = k²y¹⁰
(r^-5w⁴)³/ w² = r^-15w¹⁰
(3²)/(2^-1)³ = 3²/ 2^-3 which equals (3²)(2³) = (9)(8) = 72.

- Your Score Report appears after you have made 8 choices.
- Your Game Score is reduced by the number of star hits.

- To slow the game speed repeat tap/click on the word Slider.
- To increase the game speed repeat tap/click on the word Math.
- Speed can also be adjusted with a keyboard's - and + keys.

- Refresh/Reload the web page to restart the game.
- Adjust the sound level of media on your device.