Given p → q, which of the following statement/s is or are correct about its transformation? i. If the given conditional statement is true then its converse, q → p, may perhaps be true. ii. The inverse...


Given p → q, which of the following statement/s is or are correct about its<br>transformation?<br>i. If the given conditional statement is true then its converse, q → p, may perhaps<br>be true.<br>ii. The inverse of a given conditional statement is the logical negation of the given<br>conditional statement; that is, ~(p → q) = ~p → ~q.<br>iii. The contrapositive, ~q → ~p, is the converse of the inverse of the given<br>conditional statement.<br>

Extracted text: Given p → q, which of the following statement/s is or are correct about its transformation? i. If the given conditional statement is true then its converse, q → p, may perhaps be true. ii. The inverse of a given conditional statement is the logical negation of the given conditional statement; that is, ~(p → q) = ~p → ~q. iii. The contrapositive, ~q → ~p, is the converse of the inverse of the given conditional statement.

Jun 05, 2022
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