if what is to be flushed is toilet paper and what nature provides, then flush. Thus, since what is to be flushed is not toilet paper nor what nature provides, I will not flush.
A -> B Not A _______ Thus, not B. (assumes not A->not B; B->A)
Formally the error is mistaken negation. Can be called mistakes necessary for sufficient or sufficient for necessary. Overlooks the possibility that there are other sufficient reasons for flushing, so you really don't know if you will flush or not, since logically, you cannot infer from A->B, Not A-> ??.
OR
if what is to be flushed is toilet paper and what nature provides, then flush. Thus, since I will flush, it must be because what is to be flushed is is toilet paper and what nature provides,
A->B B ______ Thus, A (assumes B->A)
Formally the error is mistaken reversal. Can be called mistakes sufficient for necessary or necessary for sufficient. Overlooks the possibility that there are other sufficient reasons for flushing or other necessary conditions to flush. Again, you can't infer knowing A->B from B -> ??.
Someone check my example and make sure I got the distinction between mistakes necessary for sufficient or sufficient for necessary right?
Comments
if what is to be flushed is toilet paper and what nature provides, then flush.
Thus, since what is to be flushed is not toilet paper nor what nature provides, I will not flush.
A -> B
Not A
_______
Thus, not B.
(assumes not A->not B; B->A)
Formally the error is mistaken negation.
Can be called mistakes necessary for sufficient or sufficient for necessary.
Overlooks the possibility that there are other sufficient reasons for flushing, so you really don't know if you will flush or not, since logically, you cannot infer from A->B, Not A-> ??.
OR
if what is to be flushed is toilet paper and what nature provides, then flush.
Thus, since I will flush, it must be because what is to be flushed is is toilet paper and what nature provides,
A->B
B
______
Thus, A
(assumes B->A)
Formally the error is mistaken reversal.
Can be called mistakes sufficient for necessary or necessary for sufficient.
Overlooks the possibility that there are other sufficient reasons for flushing or other necessary conditions to flush. Again, you can't infer knowing A->B from B -> ??.
Someone check my example and make sure I got the distinction between mistakes necessary for sufficient or sufficient for necessary right?
and @Gumbatte Yes! I love the effort you put into this!