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Mathematics 24 Online
kekeman:

Help please more math :( :https://snipboard.io/UYsmTy.jpg

SmokeyBrown:

\[\sqrt{x} * \sqrt[4]{x}\] Is the same as \[x ^{1/2} * x ^{1/4}\] Which would be equal to \[x ^{(1/2 + 1/4)}\]

kekeman:

So the first one does not have any index or exponent so do i just make my own?

SmokeyBrown:

@kekeman wrote:
So the first one does not have any index or exponent so do i just make my own?
The radical symbol without any number indicates "square root" by default, which is why it is x^1/2 \[\sqrt{x} == x ^{1/2}\]

kekeman:

So the final answer would be x^6/8

kekeman:

@kekeman wrote:
So the final answer would be x^6/8
I mean if we get it into simplest form it would be x^3/4?

SmokeyBrown:

@kekeman wrote:
@kekeman wrote:
So the final answer would be x^6/8
I mean if we get it into simplest form it would be x^3/4?
Yup, exactly! Good work, looks like you got it

kekeman:

Ok thank you so much for the help

kekeman:

Well idk why some people are saying to just multiply radicals like normal number to get (4x)

SmokeyBrown:

@kekeman wrote:
Well idk why some people are saying to just multiply radicals like normal number to get (4x)
That would be strange. In this case, I don't think that would apply. The only time you would multiply radicals is if a term with an exponent is taken to another exponent. For instance, (x^a)^b would be the same as x^(a*b) But, again, that does not apply in this case

kekeman:

Ok thanks again

SmokeyBrown:

No problem :)

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