Question: Exponents and Roots Part 2 - Exponents & Roots Properties of Exponents am . an = amtn Ex: x5 . x2 = x7 am an

Exponents and Roots

Part 2 - Exponents & Roots Properties of Exponents am . an = amtn Ex: x5 . x2 = x7 am an = am-n Ex: 20 5 = x3 75 a = 1 a#0 amjn = amin Ex: (x5) 2 = x10 (" ) am 3 bm Ex: () 7 3 an =_ Ex: *-2 an 1 (ab)m = ambm Ex: (4xy2) 3 = 64x3 y6 1 T = an an Ex: = x2 Properties of Radicals Common Errors Jab = Va . Vb ( at b ) ? - a- + 67 trill Va . Va = (Va) = a 6 - Va + Vb a_va Vb Vb Vaz + be at b mol 9qole-Intog ni Rationalizing the denominator: - a a . vb _avb Vb Vb Vb Simplify the expression. Eliminate any negative exponents. 5 ) (-3x2y-4)3 6) (3x3)-1to bathsupe districts 6x- 2 Formsbethnocheq bits ( 7) ( x( 2 y 3 ) * ( xy 4 ) -3 8) V7 + V28 9 ) V7 . V28 10) V48 V3

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