Question 381510
You see if you can reduce them to have the same root.
Example:
{{{sqrt(5)+5*sqrt(45)=sqrt(5)+5*sqrt(9*5)}}}
{{{sqrt(5)+5*sqrt(45)=sqrt(5)+5*3*sqrt(5)}}}
{{{sqrt(5)+5*sqrt(45)=16*sqrt(5)}}}
If not then you can make them have the same root by multiplying numerator and denominator by the same number.
{{{sqrt(2)+sqrt(7)=(sqrt(7)/sqrt(7))*sqrt(2)+(sqrt(2)/sqrt(2))*sqrt(7)}}}
{{{sqrt(2)+sqrt(7)=(sqrt(14)/sqrt(7))+(sqrt(14)/sqrt(2))}}}
{{{sqrt(2)+sqrt(7)=sqrt(14)(1/sqrt(7)+1/sqrt(2))}}}
{{{sqrt(2)+sqrt(7)=sqrt(14)(sqrt(7)/7+sqrt(2)/2)}}}
But, as you see, the answer isn't always any simpler.