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More Properties of Exponents

T r2Y0J152Q 4 KyuFtoax OSMocfQtiw0aUrYeQ P oAHlzlV HrgiOg8hitZs8 M 9 MtaedXen BwpiztNh8 QICntfkiCnkiMtrea 7A3ljg5eqbrrQaO by Kuta Software LLCKuta Software - Infinite Algebra 1 Name_____ Period____Date_____More Properties of ExponentsSimplify. Your answer should contain only positive ) ( x 2 x 3)42) ( x4) 3 2 x43) ( n3)3 2 n 14) (2 v)2 2 v25) 2 x2 y4 4 x2 y4 3 x 3 x 3 y26) 2 y3 3 x y3 3 x2 y47) x3 y3 x3 4 x28) 3 x2 y2 2 x 1 4 y x29) x ( 2 x0)210) 2 m 4 ( 2 m 4)3-1- D H2E0h1h2e dKyuWtMa4 YSyomfzt5wcaWrRe2 z DASlwld krQipg1hkt2sC O sMhacd6eG DwKiutnht tIEnWfHiFnCiBtDe7 uA7lhgdeNbZrYaC by Kuta Software LLC11) ( 2 m2) 1 m212) 2 x3 ( x 1)313) ( a 3 b 3)014) x4 y3 ( 2 y2)015) b a4 ( 2 b a4) 316) ( 2 x0 y2) 3 2 y x317) 2 k3 k2 k 318)

More Properties of Exponents Date_____ Period____ Simplify. Your answer should contain only positive exponents. 1) (x−2x−3) 4 1 x20 2) (x4) −3 ⋅ 2x4 2 x8 3) (n3) 3 ⋅ 2n−1 2n8 4) (2v)2 ⋅ 2v2 8v4 5) 2x2 y4 ⋅ 4x2 y4 ⋅ 3x 3x−3 y2 8x8y6 6) 2y3 ⋅ 3xy3 3x2 y4 2y2 x 7) x3 y3 ⋅ x3 4x2 x4y3 4 8) 3x2 y2 2x−1 ⋅ 4yx2 3xy 8 9) x ...

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Transcription of More Properties of Exponents

1 T r2Y0J152Q 4 KyuFtoax OSMocfQtiw0aUrYeQ P oAHlzlV HrgiOg8hitZs8 M 9 MtaedXen BwpiztNh8 QICntfkiCnkiMtrea 7A3ljg5eqbrrQaO by Kuta Software LLCKuta Software - Infinite Algebra 1 Name_____ Period____Date_____More Properties of ExponentsSimplify. Your answer should contain only positive ) ( x 2 x 3)42) ( x4) 3 2 x43) ( n3)3 2 n 14) (2 v)2 2 v25) 2 x2 y4 4 x2 y4 3 x 3 x 3 y26) 2 y3 3 x y3 3 x2 y47) x3 y3 x3 4 x28) 3 x2 y2 2 x 1 4 y x29) x ( 2 x0)210) 2 m 4 ( 2 m 4)3-1- D H2E0h1h2e dKyuWtMa4 YSyomfzt5wcaWrRe2 z DASlwld krQipg1hkt2sC O sMhacd6eG DwKiutnht tIEnWfHiFnCiBtDe7 uA7lhgdeNbZrYaC by Kuta Software LLC11) ( 2 m2) 1 m212) 2 x3 ( x 1)313) ( a 3 b 3)014) x4 y3 ( 2 y2)015) b a4 ( 2 b a4) 316) ( 2 x0 y2) 3 2 y x317) 2 k3 k2 k 318)

2 ( x 3)4 x4 2 x 319) (2 x) 4 x 1 x20) ( 2 x3 z2)3 x3 y4 z2 x 4 z321) ( 2 p m 1 q0) 4 2 m 1 p3 2 p q222) ( 2 h j2 k 2 h4 j 1 k4)0 2 h 3 j 4 k 2-2- 9 j2S0X1A2u WKQumtgaC iSzoWfptHwnamrsem E FAhlDlR 2rwiagjhXtxsn 4 9 MdaLd0e6 swci0t9hS cISnzfXinn6ixtPeL yAHlMgRe9bHrda0 by Kuta Software LLCKuta Software - Infinite Algebra 1 Name_____ Period____Date_____More Properties of ExponentsSimplify. Your answer should contain only positive ) ( x 2 x 3)4 1 x202) ( x4) 3 2 x4 2 x83) ( n3)3 2 n 12 n84) (2 v)2 2 v28 v45) 2 x2 y4 4 x2 y4 3 x 3 x 3 y28 x8y66) 2 y3 3 x y3 3 x2 y4 2 y2 x7) x3 y3 x3 4 x2 x4y348) 3 x2 y2 2 x 1 4 y x2 3 xy89) x ( 2 x0)2 x410) 2 m 4 ( 2 m 4)3 m84-1- G h210B1h2Q UKquftSa5 4 StojfQtkwQa5rveL L 6 AylmlV KreiZgAhstksn K GMNaHdLed eweiVtzhd XIinPfJiVnOiQtpei YAOlNgbeDbQruaE by Kuta Software LLC11) ( 2 m2) 1 m2 12 m412) 2 x3 ( x 1)32 x613) ( a 3 b 3)0114) x4 y3 ( 2 y2)0 x4y315)

3 B a4 ( 2 b a4) 3 18 b2a816) ( 2 x0 y2) 3 2 y x3 x34 y517) 2 k3 k2 k 32 k818) ( x 3)4 x4 2 x 3 12 x519) (2 x) 4 x 1 x 116 x420) ( 2 x3 z2)3 x3 y4 z2 x 4 z3 8 x10z y421) ( 2 p m 1 q0) 4 2 m 1 p3 2 p q2 m316 p2q222) ( 2 h j2 k 2 h4 j 1 k4)0 2 h 3 j 4 k 2 h3j4k22-2-Create your own worksheets like this one with Infinite Algebra 1. Free trial available at


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