(a) Explanation Procedure used: Step to Reduce a Radical to Simplest form : 1. Remove all perfect n t h -power factors form a radical of order n . 2. If possible, reduce the order of the radical. Formula used: Laws of Exponents: 1. a n n = ( a n ) n = a 2. a n b n = a b n 3. a n m = a m n 4. a n b n = a b n , ( b ≠ 0 ) Calculation: The given equation is, v = k P W 3 . Use the above procedure and required laws of exponent in order to express the right hand side of the equation v = k P W 3 with a fractional exponent as follows. v = k P W 3 = k P 3 W 3 < (b) To determine To express: The equation v = k P W 3 as a radical with rationalized denominator.

11th Edition

ISBN: 9780134437705

Author: Washington

Publisher: PEARSON

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Chapter 11, Problem 95RE

(a)

To determine

To express: The equation v=kPW3 with a fractional exponent.

(b)

To determine

To express: The equation v=kPW3 as a radical with rationalized denominator.

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Chapter 11, Problem 94RE

Chapter 11, Problem 96RE

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To express: The equation v = k P W 3 with a fractional exponent.