Download presentation

Presentation is loading. Please wait.

Published byCynthia Stafford Modified over 9 years ago

2
© 2007 by S - Squared, Inc. All Rights Reserved.

3
4 3

4
= = When multiplying like bases, we write the number as one base and add the exponents. = = Let a be a real number and m and n be integers, Then: = ==

5
= When raising a power to a power of a base, we write the number as one base and multiply the exponents. == Let a be a real number and m and n be integers, Then: = ==

6
= When raising multiple bases to a power, write each base raised to the power. = = Let a and b be real numbers and m be an integer, Then: = =

7
= When raising a base to the zero power, the result is always 1. Let a be a nonzero real number, Then: = =

8
Simplify: = = Product of powers property = = = Expanded form Simplify: Multiply Power of a product property Multiply

9
= Simplify: = Power of a power property = Simplify: an d Power of a power property Power of a product property * A negative in the parentheses is being raised to the power. Rule: a negative raised to an odd power is negative a negative raised to an even power is positive = = Power of a product property

10
Simplify: = = = = = = Product of a product property Product of powers property Multiply Product of a product property Zero exponent property Multiply

11
Let a be a real number and m and n be integers, Then: = Let a be a real number and m and n be integers, Then: = Let a and b be real numbers and m be an integer, Then: = Let a be a nonzero real number, Then: =

Similar presentations

© 2024 SlidePlayer.com Inc.

All rights reserved.

To make this website work, we log user data and share it with processors. To use this website, you must agree to our Privacy Policy, including cookie policy.

Ads by Google