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What is the expression in radical form? Answer in simplest form.

(4x^3y^2) 3/10

My answer--> No idea

 

What is the expression in simplest radical form?

Sqrt 432

My answer--> 12 Sqrt 3

Am I right?

 

Simplify. ^3 Sqrt125x^21y^33

My answer--> 5x^10y^16 Sqrt5xy

Am I right?

 

Simplify. 9 Sqrt56x^7y^12

My answer--> 18x^3y^6 Sqrt14x

Am I right?

Guest Oct 5, 2017
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1+0 Answers

 #1
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\(\sqrt{432}\,=\,\sqrt{2*2*2*2*3*3*3}\,=\,\sqrt{2*2}*\sqrt{2*2}*\sqrt{3*3}*\sqrt3\,=\,2*2*3*\sqrt3\)

 

\(=\,12\sqrt3\)          Right!

 

 

Is this the third one??

 

\(\sqrt[3]{125x^{21}y^{33}}\,\,=\,(125x^{21}y^{33})^{\frac13}\,=\,125^{\frac13}x^{\frac{21}{3}}y^{\frac{33}{3}}\,=\,5x^{7}y^{11}\)

 

 

 

\(9\sqrt{56x^7y^{12}}\,=\,9\sqrt{2*2*2*7*x*x^6*y^{12}}\,=\,9*\sqrt{2*2}*\sqrt{2*7*x}*\sqrt{x^6}*\sqrt{y^{12}}\\~\\=\,9*2*\sqrt{14x}*x^3*y^6\,=\,18x^3y^6\sqrt{14x}\)

hectictar  Oct 8, 2017

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