For all values of $\theta$j all the lines represented by the equation $(2\cos \theta +3\sin \theta )x+(3\cos \theta -5\sin \theta )y-(5\cos \theta -2\sin \theta )=0$ passes through a fixed point then the reflection of that point with respect to the line $x+y=\sqrt{2}$ is

• A

  $\left(\sqrt{2}+1,\sqrt{2}+1\right)$

• B

  $\left(\sqrt{2}-1,\sqrt{2}-1\right)$

• C

  $\left(\sqrt{3}-1,\sqrt{3}-1\right)$

• D

  $\left(\sqrt{3}+1,\sqrt{3}+1\right)$