Question

When a conditional and its converse are true, you can combine them as a true _____?
counterexample
biconditional
uncoinditional
hypothesis
i believe it is biconditional? help

Answer 1

Based on the definition of biconditional (the answer you think is correct), do you still think your answer is correct? See the attached file.

Answer 2

so my answer ws right?

Answer 3

Based on the definition of biconditional, I think it is.
A biconditional can be thought of as a definition of a term.
Consider the definition of right angle.
If an angle is a right angle, then it has measure 90. (statement)
If an angle has measure 90, then it is a right angle. (converse) true

Right Angle <--> measure of 90 which means it works both ways.