Conditional statements are statements that use the "if" word.
The correct option is:
B)"If I mean it then I say it" and "If I say it then I mean it." These are converses of each other and don't necessarily have the same truth value.
The statements are given as:
Statement 1: I say what I mean
Statement 2: I mean what I say
None of the statements represent an inverse statement, because one or both statements do not include "not".
This means that options (c) and (d) are incorrect.
From options (a) and (b), we can conclude that both statements are converse of one another.
This is also confirmed with the following proof.
The converse of if statement-1, then statement-2 is: if statement-2, then statement-1
Converse statements may or may not have the same truth value.
i.e. The truth value of the statements is not a condition of converse statements.
This means that option (b) is correct, because it highlighted that :
- both statements are converse statements
- both statements do not necessarily have the same truth value
Read more about conditional statements at:
https://brainly.com/question/10714086
