Question

Please write the coordinates of the vertices after a 180 degrees rotation clockwise around the origin coordinates only please

Answer 1

Given a triangle DEF of the following vertices

`\begin{gathered} D(-5,2) \\ E(-3,2) \\ F(-1,9) \end{gathered}`

To find the vertices of the triangle after a 180 degrees rotation clockwise around the origin, we apply the rule below

`(x,y)\rightarrow(-x,-y)`

Hence, the vertices of the triangle after a 180 degrees rotation clockwise around the origin will be

`\begin{gathered} D(-5,2)\rightarrow D^(\prime)(5,-2) \\ E(-3,2)\rightarrow E^(\prime)(3,-2) \\ F(-1,9)\rightarrow F^(\prime)(1,-9) \end{gathered}`