Question

( 6^{frac{1}{6}}, 7^{frac{1}{3}} cdot 8^{frac{1}{4}} )
Take lem of ( frac{1}{6}, frac{1}{3}, frac{1}{4} )
( frac{left(6^{2}right)^{frac{1}{12}},left(7^{4}right)^{frac{1}{12},}left(8^{3}right)^{frac{1}{12}}}{50,left(7^{4}right)^{frac{1}{12}}>left(8^{3}right) frac{1}{12}>left(6^{2}right)^{2}} )
So, ( 6 frac{1}{6}<8 frac{1}{4}<7 frac{1}{3} )

# 8. Write the following in ascending order of magnitude. V6, 87, 48.

Solution