Question: using the propositions P (hypothesis) and Q (conclusion), state the converse, inverse, and contrapositive of the statement: to enroll in the course, you must meet
using the propositions P (hypothesis) and Q (conclusion), state the converse, inverse, and contrapositive of the statement:
"to enroll in the course, you must meet the prerequisites"
statement (P=>Q):
converse (Q=>P):
inverse (~P=>~Q):
contrapositive (~Q=>~P):
is there a difference between the inverse and negation of a statement? how do you inscribe these using P and Q?
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