Question

ALMN is transformed by using a combination of 3 different transformations. Which combination of transformations would result in a triangle that is congruent to ALMN?

a) A reflection, dilation, and rotation
b) B. dilation, rotation, and translation
c) dilation, reflection, and translation
d) D. reflection, translation, and rotation

Answer 1

The combination of transformations that would result in a congruent triangle to ALMN is a reflection, translation, and rotation.

Step-by-step explanation:

The combination of transformations that would result in a triangle congruent to ALMN is d) reflection, translation, and rotation.

Here's a step-by-step explanation:

1. Reflection: Reflect the triangle over a given line of reflection. This will create a mirror image of the original triangle.
2. Translation: Move the reflected triangle to a new position by sliding it horizontally or vertically.
3. Rotation: Rotate the translated triangle around a specific point or axis.

By performing these three transformations in the given order, you will obtain a triangle that is congruent to ALMN.