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Advanced Algebra Notes Section 5.1: Finding Rational Zeros When we multiply two powers together that have the same base we use the_________ ____________________ to make calculating our answer easy. Laws of Exponents Let a and b be real numbers and let m and n be integers. Property of Powers: a m a n = a m+n Ex: Power of a Power:(a m ) n = a mn Ex: Power of a Product:(ab) m = a m b m Ex: Negative Exponent:a -m =, Ex: Zero Exponent: a 0 = 1, Ex: Quotient of Powers: = a m-n Ex: Power of a Quotient: Ex: Laws of Exponents q5q5 1

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Scientific notation -91,125 81

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You can use the properties of exponents to simplify algebraic expressions. A simplified expression contains only __________ exponents. Examples: Simplify the algebraic expressions. 5. x -6 x 5 x 3 6. (7y 2 z 5 )(y -4 z -1 ) 7.8. positive

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Please add these two problems

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Power MultiplyDivide AddSubtract Nothing Helping Hand for Exponents Find the operation then take a step down and do that to the exponents. Page 333-334: 4-22 Even, 24-35

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4.1 Properties of Exponents PG. 107. Must Have the Same Base to Apply Most Properties.

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