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Fg: F(1,1) and G(6,7) reflection: in x axis rotation: 180 about origin

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The plot of the transformation is attached

What is reflection across x-axis

The reflection of a point, line, or shape across the x-axis is a transformation that results in a mirror image with respect to the x-axis.

This means that each point (x, y) in the original figure is transformed to the point (x, -y) in its reflected image.

Rotating a point or object by 180 degrees about the origin is a transformation where each point is moved along a circular path centered at the origin, and the angle of rotation is 180 degrees.

This means that each point (x, y) is transformed to the point (-x, -y).

The coordinates of the transformation and the image is attached

Fg: F(1,1) and G(6,7) reflection: in x axis rotation: 180 about origin-example-1
User Haoliang Yu
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