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![logic - How is $[P \text{ AND } (Q \text{ OR } R)] \text{ IFF } [(P \text{ AND } Q) \text{ OR } (P \text{ AND } R)]$ valid? - Mathematics Stack Exchange](https://i.stack.imgur.com/a4jYm.png "logic - How is $[P \text{ AND } (Q \text{ OR } R)] \text{ IFF } [(P \text{ AND } Q) \text{ OR } (P \text{ AND } R)]$ valid? - Mathematics Stack Exchange")
logic - How is $[P \text{ AND } (Q \text{ OR } R)] \text{ IFF } [(P \text{ AND } Q) \text{ OR } (P \text{ AND } R)]$ valid? - Mathematics Stack Exchange
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Truth tables - the conditional and the biconditional ("implies" and "iff") - MathBootCamps
