Answer:
The contrapositive of the conditional statement presented above would be: If the triangle is ecalene, the basic angles of the triangle are not congruent.
Step-by-step explanation:
The contrapositive of a conditional statement is a sentence that negates the two information presented in the conditional statement and changes the order in which it was presented. Thus, if the conditioned statement states that "If A provokes B" the contrapositive of this instruction would be "If B is not provoked, there is no A."
In this case, using the conditional instruction presented in the question above, we can say that the contrapositive would be: "If the triangle is ecalene, the basic angles of the triangle are not congruent."