contestada

Which of the following is a converse of the statement?

A)If two angles are not 25 degrees, then they are not congruent angles.

B)If two angles are congruent, then they are both 25 degrees.

C)If two angles are not congruent angles, then they cannot both be 25 degrees.

D)None of the above

Respuesta :

A logic statement is a statement or proposition that is either true or false

The option that gives the correct converse statement is option C)

C) if two angles are not congruent angles, then they cannot both be 25 degrees

The reason why the above option is correct is given as follows;

A converse statement is a statement formed by switching the positions of the conclusion and the hypothesis

In the given statements, the hypothesis is the explanation given when the evidence available is limited, which is the relationship between the angles, while the conclusion is what can be made out of the angles, that is their condition of congruency

Therefore, the converse statement is; if two angles are not congruent angles, then they cannot both be 25 degrees

Learn more about logic statements here:

https://brainly.com/question/13625735

Otras preguntas