Help Me please..
Order: Change the Radicals to the same order
Radical 5 and Radical 4 with 3 index
Manuel....I guess we have this :
3√ 5 3√ 4
But......I'm not sure what you want to do with these.....we can't add them because we don't have the same quantities under the radicand
Multiplying them we get
3√20
I'm confused....!!!
I really do not understand your question Manuel.
I do not understand what you mean here
Radical 5 and Radical 4 with 3 index
AND i do not understand what you mean by 'the same order'
If you know what you mean, perhaps you can explain better, or upload a photo of the actual question perhaps. :/
Hectictat figured this out.....I think she gave Manuel the correct answer by private message
But.....for anyone interested...it was supposed to be :
√ 5 , 3√4
And we can write
5^(1/2) , 4^(1/3) = {get a comon denominator of 6 on the fractions }
5^(3/6), 4^(2/6) =
6√ [ 5^3 ] , 6√ [4^2 ] =
6√125, 6√16