Remember that to rotate a point 180° clockwise or anticlockwise, we need to apply the following rule:

⇒

. In other words, the new coordinates of the point will be the negative coordinates of the point before the rotation.

⇒
![[-(-10),-(-3)]](https://img.qammunity.org/2019/formulas/mathematics/college/40d14j73b5llgyfje4a7afncpe83t5e9jn.png)
⇒

We can conclude that the coordinates of the point after a 180° clockwise rotation are:
(10,3)