Question

determine if each statement must be true could possibly be true or definitely not true explain or show your reasoning

a. isosceles triangles are similar b. equilateral triangles are similar

Answer 1

Answer:

Equilateral triangles are always similar, whereas isosceles triangles are not necessarily comparable.

The angles in one triangle must have the same values as the angles in the other triangle for two triangles to be identical. The lengths of the sides must be proportional.

Both may be isosceles, however one may have 30°, 30°120° angles and the other may have 20°, 20° 140° angles.

As a result, isosceles triangles are not necessarily comparable.

Because equilateral triangles always have three angles of 60 degrees apiece, any

Answer 2

Answer:

The sides must be proportionate. This means is not always true that isosceles triangles are similar. Since equilateral triangles always have 3 angles that are 60° degrees.

Any kind of equilateral triangle would be similar