Question

if a conditional and its converse are always true, then the statement is a....
a. converse
b. conditional
c. bi-conditional
d. counterexample

Answer 1

are you on the Geom A Unit 2 Lesson 8 Reasoning and proof test cause im stuckn on it

Answer 2

Its conditional in both directions so what do you think?

Answer 3

that's equivalence reasoning
\(if~p\Longrightarrow q\\ and~if~ q\Longrightarrow p\)
which is \(p\)

Answer 4

which is p<=====>q

Answer 5

yep, so what do you call that property?

Answer 6

Come on guys its bi-conditional!