Which of the following pairs of triangles illustrate the SAS criterion for triangle congruence?(1 point)

The SAS (Side-Angle-Side) criterion for triangle congruence states that if two sides and the included angle of one triangle are equal to two sides and the included angle of another triangle, then the triangles are congruent.

To illustrate the SAS criterion, you would need a pair of triangles where:

1. Two sides of the first triangle are equal to two sides of the second triangle.
2. The angle between those two sides is also equal.

Without images, it’s difficult to definitively indicate which of the options meets this criterion. However, if the provided options show two congruent triangles with one pair of sides marked as equal and the angle between them highlighted, then that option would illustrate the SAS criterion for triangle congruence.

Look for the image that clearly displays two sides along with the included angle marked and labeled as congruent. If all images simply show triangles that are congruent in a general sense without highlighting these specific aspects, it's not clear which satisfies SAS.

If you can describe the images or their specific illustrations related to the sides or angles, I can help you identify which one uses the SAS criterion.