There are several laws that can be used to prove a mathematical statement.
For the given statement, the conclusion is invalid.
The statements are given as;
If you live In Orlando, Then You Live in Florida
i.e. If p, then q
The inverse of the above statement is; If not p, then not q
The inverse statement is not always true, and the proof is as follows:
Morgan Does Not live In Orlando
, then Morgan Does Not live In Florida
The above statement is not true,
Morgan can live in Florida, and not necessarily live in Orlando.
This is because, Orlando is not a superset of Florida
Hence, the conclusion of the statement is invalid.
Read more about mathematical laws at:
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