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| has two parts, a hypothesis and conclusion; If it doesn't rain today, then we can go to the park |
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| contains hypothesis and conclusion |
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| one of the main parts of the "if-Then" format; an assumption |
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| other main component; comes after hypothesis |
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| formed by switching the hypothesis and conclusion |
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| writing negative of statement; OPPOSITE |
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| when you negate the hypothesis and conclusions of the conditional statement |
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| negate the hypothesis and conclusion of the converse of a conditional statement |
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| negate the hypothesis and conclusion of the converse of a conditional statement |
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| when 2 statements are both true and false |
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Original: If P then Q
Inverse: ~P -> ~Q
Converse: Q-> P
Contrapositive: ~Q ->~P |
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| Uses words "If and Only If" |
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| if P->Q is a true conditional statement and P is true, then Q is true |
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| if p->q and q->r are true conditional statements then p->r is true |
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| if a=b and c=o, then a c= b c |
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| for any real number a, a=a |
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| if a=b then a can be substituted for b in any equation or expression |
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