Question 1094948
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Five plus fourth root of x over fourth root of x.
Rationalize the denominator and simplify. 
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Following the description, the expression could be:{{{5+root(4,x)/root(4,x)}}}


{{{5+1}}}


{{{6}}}


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This is best guess what expression you really have:
{{{(5+root(4,x))/root(4,x)}}}


{{{((root(4,x)root(4,x)root(4,x))/(root(4,x)root(4,x)root(4,x)))((5+root(4,x))/root(4,x))}}}


{{{(5*(root(4,x))^3+x)/x}}}


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Note, the positive real numbers, n and p,
{{{n^4=p}}}, then {{{n=root(4,p)}}}
and
{{{root(4,p)*root(4,p)*root(4,p)*root(4,p)=p}}}