Draw the image of the figure after a rotation of 180° around O.

Around o is the center point

The center point 0 is usually on a graph and you should use x axis if it doesn't say what axis o is. X + y are both 0 usually.

When you have 0 as a central point you are actually moving the shape at equality around just like you would with a pertractor.

So We have a same shape shown and you can do this by rotating the shape 180 so it looks upside down to how its shown originally or previously.

You then maneuver it around to the opposite graph diagonally opposite is most likely to be 180 degree.

So if it starts in x axis right side it will be in y axis diagonally to the left

You just have to show vertices or edges meet symmetrically from the 0 point like a mirror but also facing opposite direction as it has been rotated.

Step-by-step explanation:

a reflection across the x-axis , followed by the by a reflection across the y-axis , and then a scale dilation of 0.5 .