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Which pair of triangles below can be shown to be similar using AA similarity?

350
700
890
67°
7670
249
1640
490
750
820
630
54°

Which pair of triangles below can be shown to be similar using AA similarity 350 700 890 67 7670 249 1640 490 750 820 630 54 class=

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peteselles
The second option shows AA symmetry.
The angles of a triangle have to add up to 180. When adding the given angles, you will find that the missing angle is equal to what is given in the other triangle.
An example is how in the second option’s triangle, the two given number add up to 91. 89 is needed to make it equal 180 and 89 is in the same position is the first triangle.

Triangle second and third can be shown to be similar using AA similarity when we take two angles between them.

What is similarity?

In Euclidean geometry, two objects are similar if they have the same shape, or one has the same shape as the mirror image of the other.

How to check similarity of triangle?

In second and third triangle two angles whose measures are 24 degrees and 67 degrees are in both triangles, which is the condition of AA similarity.

To check AA similarity we have to check whether two angles are equal in two triangles to be similar.

Learn more about similarity at https://brainly.com/question/24184322

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