Transcription of Simplifying Rational Exponents
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Simplifying Rational Exponents
X 32y0Z1m29 YKluWt9aB rSHotfNt5w3a3rWeh j hA3lZlq 9r2iog5hntdsu v mMyaGdNef EwDittxhK hIMnifUiUntiltret MAMlqgge8bjrpaz by Kuta Software LLCKuta Software - Infinite Algebra 2 Name_____ Period____Date_____Simplifying Rational ) ( n4) 322) (27 p6) 533) (25 b6) ) (64 m4) 325) ( a8) 326) (9 r4) ) (81 x12) ) (216 r9) 13 Simplify. Your answer should contain only positive Exponents with no fractional Exponents in ) 2 m2 4 m 32 4 m 210) 3 b 12 b 4311) ( p 32) 212) ( a 12) 32-1- 5 D2i041T23 AKtuctDaX 0S2oVfat6wra8rMeq 5 CAhl7l1 NrsiJgRhvtqsS 5 eMOardOey zwaintZhG EIXnsfwiqnBi1tSeT UAOlOgkeBbMrsaz by Kuta Software LLC13) 2 x 74 4 x 4314) 4 x2 2 x 1215) 3 x 12 3 x 12 y 13 3 y
2 y − 1 3 3y − 7 4 16) 3y 1 ... 243 x15 8) (216 r9) 1 3 6r3 Simplify. Your answer should contain only positive exponents with no fractional exponents in the denominator. 9) 2m2 ⋅ 4m 3 2 ⋅ 4m−2 32 m 3 2 10) 3b 1 2 ⋅ b 4 3 3b 11 6 11) (p 3 2) −2 1 p3 12) (a 1 2) 3 2 a 3 4-1-
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