Question

2. When $3m\sqrt[5]{m} + 1$ is expressed as an entire radical, it takes the form $\sqrt[5]{243m^6 + 1}$ $\sqrt[5]{3m^6 + 1}$ $\sqrt[5]{3m^6 + 3m^5}$ $\sqrt[5]{243m^6 + 243m^5}$

          2. When $3m\sqrt[5]{m} + 1$ is expressed as an entire radical, it takes the form

$\sqrt[5]{243m^6 + 1}$

$\sqrt[5]{3m^6 + 1}$

$\sqrt[5]{3m^6 + 3m^5}$

$\sqrt[5]{243m^6 + 243m^5}$

2. When 3m√(m) + 1 is expressed as an entire radical, it takes the form

√(243m^6 + 1)

√(3m^6 + 1)

√(3m^6 + 3m^5)

√(243m^6 + 243m^5)

Added by Josefa E.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

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Solved by Expert Yujie Wang

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Start with the expression "4E UauM Si [ + 4". Show more…

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p 4E UauM Si [ + 4 expressed as an entire radical, it takes - WJQ) a41 WSTT , I+ 3m26 I+ sWg + 9w8 9"817 + gWSVZ,e

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Question

2. When $3m\sqrt[5]{m} + 1$ is expressed as an entire radical, it takes the form $\sqrt[5]{243m^6 + 1}$ $\sqrt[5]{3m^6 + 1}$ $\sqrt[5]{3m^6 + 3m^5}$ $\sqrt[5]{243m^6 + 243m^5}$

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