NO LINKS OR ELSE YOU'LL BE REPORTED!Only answer if you're very good at Math.No guessing please.

Use the protractor to determine which of the following rotations of line segment AB about point A (rounded to the nearest degree) will map the figure onto itself.

A: 90 ° clockwise about point A

B: 135° clockwise about point A

C: 120° clockwise about point A

D: 154° clockwise about point A

Assuming this is a regular heptagon, then we can say that 360/n = 360/7 = 51.4285714285714 is the angle in which we can rotate the figure to have it map onto itself.

What does that mean? It means that if we were to apply this rotation, then the "before" and "after" (aka preimage and image) will be identical.

The angle value 51.4285714285714 rounds to 51, and unfortunately none of the answer choices come closer to this.

But we can scale things up. Instead of doing 1 rotation, we can do 3 rotations of 51.4285714285714 degrees each to get 3*51.4285714285714 = 154.285714285714

The value then rounds to 154 degrees. This can happen clockwise or counterclockwise.

lhmarianateixeira lhmarianateixeira · Answer 2 · 2022-01-18T13:30:57+01:00

In this exercise we have to use the knowledge of polygons to calculate the angle, so we find that:

Letter D

So we know that we have a heptagon we can say that:

Assuming this is a regular heptagon, then we can say that:

[tex]360/n = 360/7 = 51.43[/tex]

The angle value 51.43 rounds to 51, and unfortunately none of the answer choices come closer to this. But we can scale things up. Instead of doing 1 rotation, we can do 3 rotations of 51 degrees each to get:

[tex]3*51.4285714285714 = 154.285714285714[/tex]

See more about polygons at brainly.com/question/17756657