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Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. When like bases are multiplied together the powers ofthose like bases are added to get the new power. When like bases are divided the powers of those likebases are subtracted (top-botom) to get the new power. When a power is raised to a power those powers aremultiplied to get the new power. Let's review the properties of exponents, shall we? Evaluate Exponential Expressions Example: 3x2•2x The bases are the variables "x" one has a power of 2and the other has a power of 1. The new power is 2 + 1 = 2 + 1 = 3 When like bases are multiplied together the powers of those like basses are added to get the new power. The Multiplication Rule for Exponents Answer: 6 x 3 Example: The bases are the variables "m" the top has a power of 1and the bottom has a power of 3. The new power is 1 - 3 = -2 on the topor a +2 on the bottom. When like bases are divided the powers of those likebases are subtracted (top-bottom) to get the new power. The Division Rule for Exponents Answer: m 2 1 When a power is raised to a power those powers aremultiplied to get the new power. Example: The two powers are -2 and 2 The new power is -2 • 2 = -4 The Power to Power Rule Answer: x -4 Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. 4e5•3e-3 = answer: Evaluate Exponential Expressions Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. 7e-6•2e3 = answer: Evaluate Exponential Expressions Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. 3e•6e2 = answer: Evaluate Exponential Expressions 12e5 Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. answer: 4e3 = Evaluate Exponential Expressions 10e2 Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. answer: 14e6 = Evaluate Exponential Expressions 9e-5 Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. 3e-1 answer: Evaluate Exponential Expressions = Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. (3e2)3 = answer: Evaluate Exponential Expressions Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. 2e-1•(3e3)2 = answer: Evaluate Exponential Expressions Use the properties of exponents to simplify the expressions.Answers should not have any negative exponents. Fractions shouldbe reduced. 4e9•(2e2)-3 = answer: Evaluate Exponential Expressions |