2.3 Conditional Statements

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2.3 Conditional Statements Conditional Statement (if-then statement) – If ~~~~~, then ~~~~~. If ~~~~~~~~~, then ~~~~~~~~~. “If p  q” OR “p  q” If-Then Statements Conditional – p  q Converse (conv) – exchange hyp & concl Inverse (inv) – negate hyp & concl of conditional Contrapositive (contra) – negate hyp & negate concl & exchange Examples – Write in if-then form: 1. Perpendicular lines intersect in one point 2. Two points determine a line. 3. A dog has a tail. Hint!!! Find the verb – it’s the “divider” Example – Write the conv, inv & contra of the conditional  Cond – If 2 lines are perpendicular  they intersect in one point. Conv Inv    Contra Example – give conv, inv & contra AND T/F on each. If False, give a counterexample.  Cond – If it’s a square  it’s a rectangle. Conv Inv Contra    Assignment 2.3 p. 78 (16-46 even, 52-68 even)

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