The equation is
.
.
Squaring on each side.
\
Again squaring on each side.
\
Solve the equation
.
Factorize the equation.
\
Apply zero product property.
\
and 
and
.
Since the given equation
is a radical equation, once recheck the solution by back substitution.
Substitute
in
.

Since the above statement is false,
is not a solution of
.
Substitute
in
.

Since the above statement is false,
is not a solution of
.
Thus, there is no solution for
.
No solution exists.