Rational Exponents Homework

Product Description

Algebra 2 Honors: Rational Exponents

This is the fourth lesson in an eight-lesson unit on Radical Functions and Rational Exponents designed for Algebra 2 Honors students who have a solid foundation in solid foundation in graphing and algebraic operations on functions.

The product includes everything you need to teach a rigorous lesson:
✎ Two options of an 8-page Bound-Book Foldable©
✎ SMART Board® Presentation
✎ Homework assignment
✎ Two forms of a Daily Quiz (can be used as a warm up, exit ticket, or a homework check)
✎ Answer keys and directions for assembly of the foldable

Students will be able to:
★ Select and apply the appropriate method to simplify expressions with rational exponents

The unit includes the following topics:
1) Roots and Radical Expressions
2) Multiplying and Dividing Radical Expressions
3) Binomial Radical Expressions
4) Rational Exponents
5) Solving Square Root and Other Radical Equations
6) Function Operations
7) Inverse Relations and Functions
8) Graphing Radical Functions

The SMART Board lesson can be used in many ways.
Teachers can display the presentation using the following:
* SMART Board ®
* Airliner Wireless Slate
* SMART Notebook for IPAD App
* Through the SMART Notebook Express ®
* Promethean Boards©
* Other APPS available for Tablets

You may also be interested in:
>Graphing Radical Functions Match Up Activity
Radical Functions and Rational Exponents Stations Activity
Radical Functions Unit Bundle
FOLDABLES® Bundle
SMART Board® PRESENTATIONS ONLY
Here is a FREE ITEM that complements the unit.
Simplified Radical Form FREEBIE

DO YOU NEED THE FULL UNIT BUNDLE?

If you have any questions or comments
please contact me by email at: jean@flamingomath.com

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Teaching Duration

50 minutes

Unformatted text preview: Propm offlatLomI/Expomwy E Homework Worksheet 5 Algebra 2 6? Day 1 Worksheet Simplify the following expressions using the properties of the rational exponents. No negative exponents allowed and all final answers are to be in RADlCAL form. 1. 555g 5% = 5; 2. xE-xg x575 i 3. [3%]2 1—” 3W“ . W :2 w I L/ . :1 j J x«x 3 3? . "'/_a w 3 5 —3/ .- _ 10. x3 l- ‘54 ‘57:. 11$ =ql/r, 7'4:- 3 3 9S X3 2 1 (a 2 u, 3 ' \/ H] ' [a 13 x—S : 3‘ 14 ': 5 ‘° 2' ‘ 15 fTr-Z” x3 X/s 4 an. 11% x x 3 q \/3 IIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIII‘ PropertieyOfRatflonM/Expomty Homework WWW Algebra 2 CP Day 2 Worksheet Simplify the expression. Do not leave negative exponents in your answer. Leave your answers with RADICALS. There should be NO RA TlONAL EXPONENTS in your final, simplified answer. Or ANY radicals in the DENOMINA TOR. " 9% QS’FCW‘ 731 “g b 7,343 '3 E 5/ I . 64364é : (:Hfllq' 1‘ 7 4—3 ,_ ’3/3 3. 12 -8 4- “T "7:5?"1 q 9 5 L1 ‘57 6/5 44 ) A: 1 41/5; rays. ,‘ I; 523 h 110‘ N, #57 q -(5)-5 :7 z 3 as () 13 “ r —_:I 2’ ti ( 3’) C2 > (.14 " 3/; =q/b 3 3/5? 5 5 ‘-\ 7 b 3 q 2. L ‘ 5 5 ' 5 E)? Z 5 '2’ \q a: [B I Simplify the expression. 5. van ‘ 6. (v5.43): 2 7. $25. =._\_ a. 4M u (2.27— (sh-5"“ : 23 5 (2-23)” ( Zufiy'yj ilk/3 Bug/‘3 . my“! (abj/H :Z/‘1:2—3/2_f : 35"- ?f' a 5" Z 2423’” Write the expression in simplest form. Leave all answers in RADICAL form. Rationalize the denominator {do NOT leave any radicals in the denominatoril} 2. I u 5 g,— - 4 4 5—" 1 I 3 r ‘ A" 9. 108-42 . 10. 5 64-25 you [Hg 11. J; —- Lows L113 . Lg"? 3)223522 __' 3|;H53 \Oqfilule : \quzq f1 3 ._2_.5 3 2_ N \Q-Qf‘fi it i ’ Write the expression in simp es orm. eave DiCAL. Rationalize the denominator {do NOT leave any radicals in the denominatorli - i 3’— q/ 1/ “'5 g- 1/3 I—._._‘D/lsa } 5 1° _ 5 .3 . Z 12. 9 3 z 5 . 13. 4-511 or“ 2 ml“, v3 7}”; 327 53/5 5V1: . 4 ‘4 2.. Z. ' _ \ 2/ 2/ " 5/“ z = ’5 32 3 z 235%" L L 16. 12543153 17. SUE—U770 m1)? ~7ng 523:5 -—3 531% ‘ \2fi-7gfi 5-23 2.2, -S‘-'J273 1w: 1%ng 10 25C — 6-51.; m ‘Qéil'3.‘ Simplify the expression. 14. 235+7€I§ Simplify the expression. Assume all variables are positive. Do not leave negative exponents in your answ 21. $7 25xI6 x“ 15 3/»- Z _ 1s ix? 6'2 4 Write the expression in simplest form. Assume all variables are positive. Rationalize all denominators. Remember — the power under the radical sign can not be larger than the index/root! Leave all answers in RADlCAL form. 23. 49x 24. d4xay5 #12322 -: siggxsjj 25. 4 1231:2326“?2 4215x337 1» X LCfi N u! j 0° LC 11 9/ w z 2 2. "7. a “‘ z X ‘J 3’ 27 20“: .1 (2551231 28 fig; xs/ Levi.» Zx 5'4. 05': x 3/ u’ I 5 . LO L 1' L20}; 1 X3 381.0 Answers: 3w?— 1. 27V? _2. g 3 2‘5 33 4 845 5 4 5 37 7 g 8 2J5 9 6U? 10 4065 11. E 12. ‘55 13. 133 14. 985 15. 2 5 6 2 5 5 16. —16%I'2' 17. SUE 18. 3 y2 19. 2x5 20. x—Z - y 5 6 5 21. ii: 22. y x y 23. 7x25 24. 22922467 25. yw3J412x2y2 X x 1 2 26. 5.2.”... 27. zxym 28. x“ ...
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