Show the similarity between a triangles with angles A, B, and C, where A = 47° and B = 36° and another triangle with angles G, H, and J, where G = 36° and J= 97°
The similarity between the two triangles can be determined by the Angle-Angle (AA) similarity criterion. In this case, both triangles have one angle of 36° in common.
Hence, the similarity between the triangles can be expressed as:
∠A = 47°, ∠B = 36°, and ∠C is unknown (as it was not specified in the second triangle).
∠G = 36°, ∠H is unknown, and ∠J = 97°.
Since both triangles have an angle of 36°, they are similar according to the AA similarity criterion.