The second statement is the of the first.

X=Y

y = x

A: converse

B: inverse contrapositive

C: inverse

D: contradiction

A. Converse

Step-by-step explanation:

The statement x=y and y=z is a

converse relation

In logic, there are different types of relation which includes

1. Inverse

2. Contrapositive inverse

3.converse

The converse is created by switching the hypothesis and conclusion just like the example given.

A. Converse

Step-by-step explanation: Something is said to be the converse of another if it is the opposite or reverse of the other. The second statement (y = x) is given as the converse of the first statement (x = y). The converse is also defined as the contrapositive of the inverse, and therefore must have the same truth value as the inverse always. Thus, given that all Xs = Ys, then all Ys are Xs.

ok

step-by-step explanation:

sine

step-by-step explanation: