Practice Justify each step to simplify each expression. Choose the properties from the box. Product Rule Power to a Negative Quotient Rule of Powers Power Rule Exponent Rule of Powers Zero Power Simplify Powers Identity Commutative Property of Multiplication Rule Property of Multiplication 1. 4x · 6xy • xy 2. 3a?b3 · 7ab5· b² 3. (4m²n°)3 4. (–3x'y³)$ 27y z -96m°n² 6. 8m²n 5. –3y'z 7. -2xy · 8xy$ . x®y 42m n3 m*n² 6m°n° 8.

Q: Simplify the expression so that the result has only positive exponents. Assume that all variables…

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Q: Simplify the given expression using the properties of exponents. -7x6y6 x²y² where c = i m = i 3 =…

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Q: Simplify. Should negative exponents appear in the answer, write a second answer using only positive…

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Q: Solve the following quadratic equation for all values of x in simplest form. (3x – 1)2 – 49 = –13 -

A: Given : 3x-12-49 = -13

Q: Simplify the expression so that only positive exponents remain. z1/8. 28

A: Exponents:  The exponent of a number says how many times to use that number in multiplication. In…

Q: Perform the indicated operations and simplify.  Show all work. 1/11x + 1/7 (x + 16)

A: Solving the problem by just simplifying it.

Q: 4. √50h³k ¹5,10 j Radical Expressions

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Q: Show each step and calculation and explanations even tho the answer is listed below.

A: Given that,(−2x5y−6)×(4x−1y)Arranging the common terms…

Q: Rationalize the denominator. xO a. C. -15 b.

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Q: x3 = x" a 9.

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Q: x−6. x⁹ ·x−6

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Q: Simplify. Do not use negative exponents in the answer. (a) o (6) () (b) We will move any factors in…

A: Given :            To simply each expression :  (a).         1d-10              =  d10