University:
High School
Course:
High School Mathematics
Academic year:

2022
Views:

386

Pages:

5
Author:

darizishagw

Properties of Rational Exponents and Radicals EXPLORATION: Reviewing Properties of Exponents Use the properties of exponents to finish each statement. Then match the property it illustrates. Property Statement f') a -2 = 1. 4 (ab) = '...•.., �ibL/ ' C, 2. -a\'2.. 3 4 (a ) )'") 3. A 4. l1 5. f 6. a6 7. ao = j, f· C,. ' whena -:/- 0 i:i\1. a3 • a4 = (fJ a 2 ,,, 7 V\ f: ·., !., !.,, { \..,, J ., ; t ' Ml/\ ' ' I (,i� �.: � (+;p\f I I . ,I 1i ��i ' ,t:-·. ''r,,· C,r_I, ()1 ,.,. A �i = 0., , b -:t- 0 bb = C\ i..\ i , t-� /'I I? \. ). . .,•,.: ' \ ' !-.� ,\ ;' (_ , a-:/- 0 s�Gh:1c+ , a-:/- 0 (\ .\ (•,, / '·I/ ,; fr: Product of Powers ,Ji. Power of a Product �- Negative Exponent Power of a Power ,,E. Zero Exponent I Quotient of Powers G. Power of a Quotient EXPLORATION: Simplifying Expressions with Rational Exponents \ + � �- I 4 b. 3 /5 • 3 /5 I -;, � 1 J... • -z 72/3 L-j - l\ ·i. - -· - ') "-- 3 -5:� '2.. f. 75/3 .. l i. .if4 {/1024 ifn -� '1 I " _:L_ I oz.�1 I. -l =f;J 1� : /B k. ·1-,l - l7 - -· 3 '7. � • 2. ... QJ6'is 5 -:. 1 (., 2-5 5 Js \