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avatar+501 

What is sqrt(54)*sqrt(20)/sqrt(189) ?

 Mar 2, 2017

Best Answer 

 #1
avatar+9479 
+6

\(\frac{(\sqrt{54})(\sqrt{20})}{\sqrt{189}} \\ = \frac{\sqrt{(54)(20)}}{\sqrt{189}} \\ = \frac{\sqrt{1080}}{\sqrt{189}} \\ = \frac{\sqrt{1080}(\sqrt{189})}{\sqrt{189}(\sqrt{189})} \\ = \frac{\sqrt{204,120}}{189} \\ = \frac{54\sqrt{70}}{189} \\ = \frac{2\sqrt{70}}{7}\)

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 Mar 2, 2017
 #1
avatar+9479 
+6
Best Answer

\(\frac{(\sqrt{54})(\sqrt{20})}{\sqrt{189}} \\ = \frac{\sqrt{(54)(20)}}{\sqrt{189}} \\ = \frac{\sqrt{1080}}{\sqrt{189}} \\ = \frac{\sqrt{1080}(\sqrt{189})}{\sqrt{189}(\sqrt{189})} \\ = \frac{\sqrt{204,120}}{189} \\ = \frac{54\sqrt{70}}{189} \\ = \frac{2\sqrt{70}}{7}\)

hectictar Mar 2, 2017
 #3
avatar+501 
0

Thanks, hectictar

Davis  Mar 2, 2017
 #2
avatar+501 
+5

Thanks, hecticar

 Mar 2, 2017

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