Question 958619
{{{sqrt(6)/root(3,36)}}}.......write {{{sqrt(6)}}} as {{{6^(1/2)}}} and {{{root(3,36)}}} as {{{36^(1/3)}}}


{{{highlight( 6^(1/2)/36^(1/3) )}}}



{{{highlight(  6^(1/2)/(6^2)^(1/3))}}}


{{{highlight( 6^(1/2)/(6)^(2/3))}}}


{{{highlight( 6^(1/2-2/3))}}}........common denominator for {{{(1/2-2/3)}}} is {{{6}}}, so we have {{{(3/6-4/6)}}}


{{{highlight( 6^(3/6-4/6))}}}


{{{highlight( 6^(-1/6))}}}


{{{highlight( 1/6^(1/6))}}}


{{{highlight( 1/root(6,6))}}}