The parallelogram below will undergo a single transformation. which transformation will result in an image that is identical to the original parallelogram? choose all that apply. a reflection about x = -4 a reflection about y = 4.5 a rotation through an angle of 360° about the origin a rotation through an angle of 360° about vertex r

The correct options are 3 and 4.

Step-by-step explanation:

The vertices of the parallelogram are P(-8,6), Q(-2,6), R(0,-3) and S(-6,3).

If a figure reflected about x = -4, then

Therefore the image is not identical to the original parallelogram.

If a figure reflected about y = 4.5, then

Therefore the image is not identical to the original parallelogram.

If a figure rotated through an angle of 360° about the origin, then

Therefore the image is identical to the original parallelogram.

If a figure rotated through an angle of 360° about the vertex R, then

Therefore the image is identical to the original parallelogram.

Thus the correct options are 3 and 4.

i believe the correct answer is b.

step- i d k and i d c : )

you: : 0

bye