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10. Which of the following is not true about the laws of radicals? A. The quotient of two radicals having the same index n is equal to the nth root quotient of their radicands. of the B. The product of two radicals having the same index n is equal to the nth root radicands. of the product of their C. The nth root of the mth root of a number x is equal to a radical whose radicand is x and whose index is the product of m and n. D. The nth root of a number raised to n is not equal to the number.

10. Which of the following is not true about the laws of radicals? A. The quotient of two radicals having the same index n is equal to the nth root quotient of their radicands. of the B. The product of two radicals having the same index n is equal to the nth root radicands. of the product of their C. The nth root of the mth root of a number x is equal to a radical whose radicand is x and whose index is the product of m and n. D. The nth root of a number raised to n is not equal to the number.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.3: Quadratic Equations
Problem 82E
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10. Which of the following is not true about the laws of radicals? A. The quotient of two radicals having the same index n is equal of the quotient of their radicands. B. The product of two radicals having of the product of their radicands. C. The nth root of the mth root of a number x is equal to a radical whose radicand is x and whose index is the product of m and n. D. The nth root of a number raised to n is not equal to the number. en la e the same index n is equal to the nth root to the nth root
Transcribed Image Text:10. Which of the following is not true about the laws of radicals? A. The quotient of two radicals having the same index n is equal of the quotient of their radicands. B. The product of two radicals having of the product of their radicands. C. The nth root of the mth root of a number x is equal to a radical whose radicand is x and whose index is the product of m and n. D. The nth root of a number raised to n is not equal to the number. en la e the same index n is equal to the nth root to the nth root
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