Question 176293
4 square root of 3 over the square root of 12.
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I think you mean 4th root of 3 over sqrt of 12, not "4th square root
{{{3^(1/4)/sqrt(12)}}}
={{{3^(1/4)/12^(1/2)}}}
={{{3^(1/4)/(2*(3^(1/2)))}}}
={{{3^(3/4)/(2*(3))}}}
= (4th root of 27)/6
It's a bit confusing.  If you can't follow it, email me.