Which pair of triangles can be proved congruent by SAS?
(1 point)
Responses
Two triangles are shown. All three pairs of sides on the two triangles are marked as congruent.
Image with alt text: Two triangles are shown. All three pairs of sides on the two triangles are marked as congruent.
Two adjacent right triangles are shown. The side that they share is a leg of the right triangles. The other legs on the triangles are marked as congruent.
Image with alt text: Two adjacent right triangles are shown. The side that they share is a leg of the right triangles. The other legs on the triangles are marked as congruent.
Two adjacent triangles are shown. They share a side and another pair of sides on the triangles are marked as congruent. On both triangles the angles across from the sides that are marked congruent are also marked as congruent.
Image with alt text: Two adjacent triangles are shown. They share a side and another pair of sides on the triangles are marked as congruent. On both triangles the angles across from the sides that are marked congruent are also marked as congruent.
Two triangles are shown. One pair of sides on the triangles are marked as congruent and one pair of angles on the triangles are marked as congruent.
The correct response is: Two adjacent triangles are shown. They share a side and another pair of sides on the triangles are marked as congruent. On both triangles the angles across from the sides that are marked congruent are also marked as congruent.
The correct choice is:
Two adjacent triangles are shown. They share a side and another pair of sides on the triangles are marked as congruent. On both triangles, the angles across from the sides that are marked congruent are also marked as congruent.