Except yet again, you fail. Maybe you should brush up on your logic. The difference between deductive and inductive reasoning is with deductive reasoning, if the two premises are true, the conclusion MUST be true, while with inductive reasoning, if two premises are true, the conclusion COULD be true. Furthermore, the examples you've just given me have absolutely nothing to do with your previous example and claim of logical deduction, which was one of the dumbest things I've ever seen from someone attempting to sound intelligence. Maybe I should point it out for you but at the risk of wasting more of my time reading your blabbering nonsense, I'll just leave that alone and let you figure it out, seeing as how I've already explained it to you.
Deductive does not have to be true. Don't be foolish. Both the conditional claim and the antecedent must be true for the consequent to be concluded. If one is not with the other, the consequent is false.
1. What does that say about your abilities if this is indeed truth?
2. What does debating my way out of a paper bag even mean? Or is it more nonsense you've heard somewhere, and still couldn't decipher its meaning?
Wow. I think I made it pretty clear when I said "YOU COULDN'T DEBATE YOUR WAY OUT A PAPER BAG."
I hope you don't have reading problems on top of everything else. Yikes!
I never disagreed with you about Inductive reasoning, as seen here:
Although the second equation leaves more room for apparent elaboration, the equation is not fallible because it remains as a truth.