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Name: Class: Date: Chapter 8: Simplifying Exponential Expressions Multiple Choice Identify the choice that best completes the statement or answers the question. Simplify the expression. 1. (8.6) A.
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3:47 11:47 Simplifying Exponents With Fractions, Variables, Negative ... - YouTube YouTube Start of suggested clip End of suggested clip These problems simplify the following expressions. So let's say this is the first one here's theMoreThese problems simplify the following expressions. So let's say this is the first one here's the next one X cubed raised to the negative 5. And also X to the seventh power divided by X to the 12.
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Table of Contents: Powers with Same Base. Quotient with Same Base. Power of a Power. Product to a Power. Quotient to a Power. Zero Power Rule. Negative Exponent Rule. Fractional Exponent Rule.
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0:01 32:27 Simplifying Algebraic Expressions With Parentheses & Variables YouTube Start of suggested clip End of suggested clip Because they carry the same variable x. So we can combine 5x. And negative 2x 5 plus negative 2 isMoreBecause they carry the same variable x. So we can combine 5x. And negative 2x 5 plus negative 2 is the same as 5 minus 2 and that's 3x. Now 8 and 5 are constants they're like terms.
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Product Rule. Power-to-Power Rule. Product-to-Power Rule. Zero Exponent. Quotient Rule. Quotient-to-Power Rule. Negative Exponent.
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For all examples below, assume that X and Y are nonzero real numbers and a and b are integers. RULE 1: Zero Property. ... RULE 2: Negative Property. ... RULE 3: Product Property. ... RULE 4: Quotient Property. ... RULE 5: Power of a Power Property. ... RULE 6: Power of a Product Property. ... RULE 7: Power of a Quotient Property.
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1:16 8:44 Apply Rules Of Exponents with e to Simplify | 8 Examples - YouTube YouTube Start of suggested clip End of suggested clip Then just add the powers. So in this example i have negative three plus five which is going to equalMoreThen just add the powers. So in this example i have negative three plus five which is going to equal a positive 2.. So therefore the answer is e to the second power now in this example.
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0:38 16:35 Solving Exponential Equations - YouTube YouTube Start of suggested clip End of suggested clip So we can see that x is equal to eight over three. And so that's the answer for this one now let'sMoreSo we can see that x is equal to eight over three. And so that's the answer for this one now let's work on another example 8 raised to the 4x. Minus 12 is equal to 16 raised to the 5x minus 3..
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