By the way, what would be some examples of "...logic cannot capture all the intricacies of the English language"? — TheMadFool
Yeah, I picked it up somewhere, but cannot recall where. Anyhow ...
Another example would be,
If S and T, then CG.
If it is sunny and I have time, then
I will cut the grass.
But for S condition, what if it was partly sunny and
there was some rain too, and then sunny again?
And for T condition, what if I had time, but only for 15 minutes?
For CG, what if I did manage to cut the grass, but only 1/2 of the lawn due to lack of time?
And for all that, what if I cut the next door neighbour's lawn instead of mine, because we just moved into the house, and didn't know the garden was shared by 4 other households?
S -> T then CG can look like a perfectly true statement, but in real life situations, it turns out not to be a very meaningful statement at all.
The truth table is great for simple mathematical workouts, but is not very practical for the real life applications due to its limitations in linguistic capabilities and also complicated situations arising from the real life representations.
I think that to make good argument, it must start from clear and logically valid premise, and all the following each propositions must be also valid and true, to arrive to the true conclusion. And then this argument will have higher chance of acceptance by the other party. And really only good valid logical arguments prepared with full linguistic logic can achieve that.
If there is any problems with either the premise or supporting propositions, then even if the conclusion is true, the whole argument will be looked upon bad argument or inconsistent one, and will be rejected by the other party. In legal court, the arguments like that will be thrown out, and the case will be lost.