If,
$$\frac{\sqrt 5+1}{\sqrt 2-1} = x $$
then,
$$\frac{\sqrt 5-1}{\sqrt 2+1} = ? $$
Let $y=\frac{\sqrt 5-1}{\sqrt 2+1}$
$$\implies xy=\dfrac{5-1}{2-1}=?$$
Hint: Simplify the product of the two expressions.
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Let $y=\frac{\sqrt 5-1}{\sqrt 2+1}$
$$\implies xy=\dfrac{5-1}{2-1}=?$$