Respuesta :

cerverusdante
Remember that to rotate a point 180° clockwise or anticlockwise, we need to apply the following rule: [tex](x,y)[/tex]⇒[tex](-x,-y)[/tex]. In other words, the new coordinates of the point will be the negative coordinates of the point before the rotation.

[tex](-10,-3)[/tex]⇒[tex][-(-10),-(-3)][/tex]⇒[tex](10,3)[/tex]

We can conclude that the coordinates of the point after a 180° clockwise rotation are: (10,3)
aencabo
The answer to your question would be the fourth option which is (10,3).

Solution:
(x,y)►(-x,-y)
Substitute:
(-10,-3)►(-(-10),-(-3))
=(10,3)

So the coordinates of the 180° clockwise rotation are (10,3).

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