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Original Conditional Statement
if P then Q
Hypothesis
p
conclusion
q
negation
if It is then the negation would be not
if it is not then the negation would be it is
Converse
if q then p
Inverse
if not p then not q - negate the original conditional
contrapositive
not q then not p
original conditional =
contrapositive
contrapositive =
original conditional
inverse =
converse
converse =
inverse
biconditional statement
both components are true and false together
conjecture
educated guess based on n observations
inductive reasoning
based on patterns and observations
deductive reasoning
specific and logical conclusions