Question

simplify: [sqrt{x-2}+(5/(sqrt{x-2}))]/(x-2)

Answer 1

\[\LARGE{\sqrt{x-2}+\frac{5}{\sqrt{x-2}}/(x-2)}\]
this is the question?

Answer 2

yes

Answer 3

we can write (x-2) as root(x-2) *root(x-2)
replace that and solve

Answer 4

\[\LARGE{\sqrt{x-2}+\frac{5}{\sqrt{x-2}}/(x-2)}\]
ok ..
\[\LARGE{\sqrt{x-2}+\frac{5}{\sqrt{x-2}*(x-2)}}\]

Answer 5

can u solve it now ..? @btnatyam

Answer 6

do you have to make a common denominator with √x−2 ?

Answer 7

@mathslover

Answer 8

no @btnatyam make \[\sqrt{x-2}(x-2)\] as common denominator

well have to go now ..sorry :(

Answer 9

thanks!