A triangle with vertices $A(1,1)$, $B(3,1)$, and $C(1,3)$ is rotated clockwise about the origin by $90^{\circ }$, then the image $△A^{\prime }{B}^{\prime }{C}^{\prime }$ is reflected about the $y$-axis to produce $△A^{\prime \prime }{B}^{\prime \prime }{C}^{\prime \prime }$. Which of the following transformations will return $△A^{\prime \prime }{B}^{\prime \prime }{C}^{\prime \prime }$ to $△ABC$?