Where would the point $\left(11, −18\right)$ be after each transformation described below?

1. Reflect $\left(11, −18\right)$ across the $x$‑axis, and then reflect that point across the $y$‑axis.

   Hint (a):

   Think of the axis as a mirror that reflects an image of the point to the other side.

2. Translate $\left(11, −18\right)$ $5$ units to the right and $3$ units down.

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