Validate the biconditional statement. A game can be classified as a card game if and only if it is played with a deck of cards.
A The biconditional statement is true because the conditional statement and the converse are true.
B The biconditional statement is false because the conditional statement is false.
C The biconditional statement is false because the converse is false.
D The biconditional statement is false because the conditional statement and the converse are false.

A. The biconditional statement is true because the conditional statement and the Converse are true.

Step-by-step explanation:

Conditional: if p, then q

Converse: if q then P

In this statement, Conditional is...

If a game is classified as a card game, then it is played with a deck of cards.

The Converse is...

If a game is played with a deck of cards, it's a card game.

Both statements are true therefore A is the only correct answer

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step-by-step explanation:

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