The angles of similar triangles are equal. always sometimes never @haleyelizabeth2017
Im thinking sometimes
Wouldn't it be always? Because similar triangles have the same proportioned legs/hypotenuse, which wouldn't change the angle values? I'm not sure though.
I'm not sure. I think sometimes. i could be wrong tho
LOL lets ask someone else XD
Just looked it up, you're right lol
XD
We have to start from a definition of similarity. There are different approaches to this. The most logical one I consider to be the definition based on a concept of scaling. Scaling is a transformation of all points on a plane based on a choice of a scaling center (a fixed point) and a scaling factor (a real number not equal to zero). If point P is a center of scaling and f is a scaling factor, any point M on a plane is transformed into a point N in such a way that points P , M and N lie on the same line and | P M | | P N | = f (positive f causes points M and N to be on the same side of point P , negative f corresponds to point N lying on the opposite side of point M from a center point P ). Then the definition of similarity is: "two objects are called 'similar' if there exists such a center of scaling and scaling factor that transform one object into an object congruent to another."
They are always equal
Join our real-time social learning platform and learn together with your friends!