Answer:
The Expression which is equivalent to ,[tex]\frac{4^{\sqrt{6}}}{3^{\sqrt{2}}}[/tex] are:
[tex]\frac{4^{\sqrt{6}}}{3^{\sqrt{2}}}\\\\=\frac{4^{\sqrt{3}\times\sqrt{2}}}{3^{\sqrt{2}}}\\\\=[\frac{4^{\sqrt{3}}}{3}]^{\sqrt{2}}\\\\= (\frac{11.03488}{3})^{\sqrt{2}}\\\\= (3.67829)^{\sqrt{1.414}}\\\\=6.3070[/tex]
