#1. Let š: š → š be a function on š into š. Define a relation š on š by š„1šš„2, if and only if, š(š„1) = š(š„2). Then š is an equivalence relation on š.
#1. Let š: š → š be a function on š into š. Define a relation š on š by š„1šš„2, if and only if, š(š„1) = š(š„2). Then š is an equivalence relation on š.