The similarity between the two triangles can be determined by comparing their corresponding angles.
In the first triangle, the measure of angle A is given as 47 degrees. In the second triangle, the measure of angle G is given as 36 degrees. Since both angles have the same measure, they are corresponding angles.
Similarly, in the first triangle, the measure of angle B is given as 36 degrees, while in the second triangle, the measure of angle H is not provided. Therefore, there is no corresponding angle for B in the second triangle.
Lastly, in the first triangle, the measure of angle C is not provided, while in the second triangle, the measure of angle J is given as 97 degrees. Thus, there is no corresponding angle for C in the first triangle.
Based on the given information, we can conclude that there is only one pair of corresponding angles (A and G) in the two triangles, which is not sufficient to determine similarity. Therefore, we cannot establish similarity between the given triangles based solely on the given angle measures.
show the similarity between a triangle with angles A,B,and C where m<A= 47 and m<B = 36 ,and another triangle with angles G,H, and J where m<G = 36 and m<J =97
1 answer