Hi 
I was thinking about modus tollenus the other day. *pause* Bear with me while I give a short explanation so you aren't lost right away (though I will give some more examples if you are still lost). Modus tollenus (hereon in, MT) is a rule in logic. It can be formally stated in this fashion (where P and Q represent sentences):
1. P -> Q (if P then Q)
2. ¬Q (not Q)
3. ¬P (therefore, not P)
(If P then Q, and not Q, we may validly conclude that "not P". And yes, a lot of qualifying needs to be done...the phrase "Q only if P" is key here. For example, Jack can run a few laps around the field only if he has finished his design concepts for his clients.
But if Jack hasn't finished his design concepts, he can't go for a run. Aww.
How does this relate, well, let me first apply this to an apologetics situation.
1. Person A gives an argument which is accepted. (Say, the argument concludes that self-consciousness is required to be a human person.)
2. Person B points out that the argument also justfies something else, which is unacceptable. (Say, he points out that infants aren't self-conscious, and so, they would be declared non-persons under that standard.)
3. Person A and B reject the original argument due to (2). (Because infants are clearly human, the argument of self-consciousness is rejected.)
So...while you are keeping in mind that I am a newcomer to the debate of views of origins and development of life and cheese and etc, it seems to me that one argument against evo. threatens also the resurrection (not to mention YEC!!), and by MT we reject the argument. (Though it is often rejected on other grounds...)
The argument is like this, in simple terms:
1. Science deals with observable, testable facts.
2. Evolution is not observable.
3. Therefore evolution is wrong.
And now I need to run, so you can make the inferences yourself.

I was thinking about modus tollenus the other day. *pause* Bear with me while I give a short explanation so you aren't lost right away (though I will give some more examples if you are still lost). Modus tollenus (hereon in, MT) is a rule in logic. It can be formally stated in this fashion (where P and Q represent sentences):
1. P -> Q (if P then Q)
2. ¬Q (not Q)
3. ¬P (therefore, not P)
(If P then Q, and not Q, we may validly conclude that "not P". And yes, a lot of qualifying needs to be done...the phrase "Q only if P" is key here. For example, Jack can run a few laps around the field only if he has finished his design concepts for his clients.
But if Jack hasn't finished his design concepts, he can't go for a run. Aww.
How does this relate, well, let me first apply this to an apologetics situation.
1. Person A gives an argument which is accepted. (Say, the argument concludes that self-consciousness is required to be a human person.)
2. Person B points out that the argument also justfies something else, which is unacceptable. (Say, he points out that infants aren't self-conscious, and so, they would be declared non-persons under that standard.)
3. Person A and B reject the original argument due to (2). (Because infants are clearly human, the argument of self-consciousness is rejected.)
So...while you are keeping in mind that I am a newcomer to the debate of views of origins and development of life and cheese and etc, it seems to me that one argument against evo. threatens also the resurrection (not to mention YEC!!), and by MT we reject the argument. (Though it is often rejected on other grounds...)
The argument is like this, in simple terms:
1. Science deals with observable, testable facts.
2. Evolution is not observable.
3. Therefore evolution is wrong.
And now I need to run, so you can make the inferences yourself.
