How can you write the expression with a rationalized denominator?

3 sqrt 3 / 3 sqrt 4

13 answers

well, we know that sqrt 4 = 2 so the answer is
(1/2) sqrt 3

however in general to clear the denominator:
multiply top and bottom by sqrt 4

3 sqrt 3 sqrt 4 / (3*4)

= 6 sqrt 3 /12

= (1/2) sqrt 3
thats not right
it is 3 sqrt 6 over 4
so cubed root 6 divided by 4, answer B
3 sqrt 6/2
How can you write the expression with a rationalized denominator?
3sqrt 2 / 3sqrt 4

Please explain to me i dont understand algebra 2 at all
sounds like a you problem miss
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yo no se
scoop speakin
is anyone gonna give an answer???
Yes, I can help.

We know that sqrt 4 = 2. We can substitute that in the denominator to get:

3sqrt2 / 3sqrt4 = 3sqrt2 / 3*2

Simplifying, we get:

= sqrt2 / 2

So the expression with a rationalized denominator is sqrt2 / 2.
Can nobody give a straight up answer or what.
Yes, the answer is sqrt(2) / 2.
Brian
I apologize for the confusion. The answer is `sqrt(2) / 2`.