00:01
For this problem, we're given the statement, if you are human, then you were born on earth, and we want to find the inverse and the converse, and we want to know if the inverse and converse are true statements.
00:09
So the inverse negates both part of our statement.
00:13
So if p, then q, will turn to if not p, then not q.
00:17
So based on this statement, that means that this would turn into if you are not human, then you were not born on earth.
00:41
This problem gives us the initial statement.
00:43
If you are human, then you were born on earth.
00:45
And we want to find the inverse and the converse, and then we want to determine if those statements are true.
00:50
So for the first part of this question, the inverse, inverse takes your statement, if p, then q, and then negates it.
00:56
So if not p, then not q.
00:58
So if you are not human, then you are not born on earth.
01:18
So there's our inverse.
01:19
And then for our converse statement, it takes our if p, then.
01:22
Then q and switches their position...