Question

Triangle ABC was rotated about the origin. Which rule describes the rotation?

A. RO, 90°
B. RO, 180°
C. RO, 270°
D. RO, 360°

Answer 1

Triangle ABC was rotated about the origin. The rule that describes the rotation is RO, 360°.

Step-by-step explanation:

To determine the rule that describes the rotation of triangle ABC about the origin, we need to analyze the given options.

A rotation of 90° around the origin would not result in the same triangle, so option A can be eliminated. Similarly, a rotation of 180° would result in the triangle being flipped, so option B can be eliminated. A rotation of 270° would also result in a different triangle, so option C can be eliminated.

Therefore, the correct rule that describes the rotation of triangle ABC about the origin is Option D: RO, 360°.

Answer 2

The correct rule that describes the rotation of Triangle ABC is RO, 360°.

Step-by-step explanation:

Triangle ABC was rotated about the origin. To determine which rule describes the rotation, we need to consider the angle of rotation. The options provided are RO, 90°; RO, 180°; RO, 270°; and RO, 360°. The angle of rotation in a full circle is 360°, so the correct rule would be D. RO, 360°. This means that Triangle ABC was rotated by a full circle, returning it to its original position.