Question

A triangle has vertices at L (2Ė2) , M (4Ė4) , and N (1Ė6) .

The triangle is transformed according to the rule Ro, 180²-
Which statements are true regarding the
transformation? Select three options.
The rule for the transformation is (xĖy) - (xĖy) .
The coordinates of L' are (-2Ė-2) .
The coordinates of M' are (-4Ė4) .
The coordinates of N' are (6Ė-1) .
The coordinates of N' are (-1Ė-6) .

Answer 1

The triangle is transformed by rotating it 180 degrees counterclockwise around the origin. The coordinates of the transformed vertices L', M', and N' are (-2, 2), (-4, 4), and (6, -1) respectively.

Step-by-step explanation:

The transformation rule for the triangle is given by Ro, 180²-, which means it is rotated 180 degrees counterclockwise around the origin. To find the coordinates of the transformed vertices, we apply the rule to each vertex. The coordinates of L' are (-2, 2), the coordinates of M' are (-4, 4), and the coordinates of N' are (6, -1).

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