Prove that the relation of similarity in the set of all triangles in a plane is Equivalence relation

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#11. What is an equivalence relation? Show that the relation of ‘similarity’ on the set S of all •••#11. What is an equivalence relation? Show that the relation of ‘similarity’ on the set S of all •••
Show that the relation "is congruent to", on the set of all triangles in a plane is an equivalence rShow that the relation "is congruent to", on the set of all triangles in a plane is an equivalence r
What is an equivalence relation? Show that the relation of\What is an equivalence relation? Show that the relation of\'similarity\' on the set S of all tri...
The Relation The Relation 'is similar to' on the set of all Triangles in a Plane is an Equivalence Relation
Show that the relation Show that the relation 'is congruent to' on the set of all triangles in a plane is an equivalence re
R is equivalence relation on Set of Triangles iff triangle a is similar to triangle bR is equivalence relation on Set of Triangles iff triangle a is similar to triangle b
Show that the relation R on the set of all triangles in the plane defined by R={(a, b)Show that the relation R on the set of all triangles in the plane defined by R={(a, b)
Show that the relation ‘is congruent to’ on the set of all triangles in a plane is an eShow that the relation ‘is congruent to’ on the set of all triangles in a plane is an e