Which statement is correctly written as a biconditional statement?

A. You graduate if and only if you pass all required classes.
B. If you pass all required classes, then you graduate.
C. If you graduate, you pass all required classes.
D. You pass all required classes or you graduate.



Answer :

Final answer:

A biconditional statement is correctly written using 'if and only if.'


Explanation:

A biconditional statement is correctly written as a statement that uses 'if and only if' or 'just in case' to indicate that both components have the same truth-value. It is formatted as p = q in symbolic logic, where p implies q and q implies p. For example, 'You graduate if and only if you pass all required classes' is a correct biconditional statement.


Learn more about Biconditional Statements in Mathematics here:

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