So we have an inference question. We know these questions usually contain formal or conditional logic. Let's see what we have:
prepare meal from bad food ----> ~(good meal)
produce food from bad soil ----> ~(good food)
maintain good soil ---> good farming ---> culture that places value blabblah
Unfortunately, these don't really appear to link up, they do, but I'l get to that in a second. Because the last conditional relationship is the longest, I expect the answer to come from it.
A: Let's see what this is saying. So we know that, from the contrapositive of the first conditional that:
Good meal ---> ~(prepared from bad food)
Now, using the contrapositive of the second premise, and adding it we have:
Good meal ---> ~(prepared from bad food = Good food) ---> ~(bad soil)
And we can add that to the last one:
Good meal ---> ~(prepared from bad food = Good food) ---> ~(bad soil = good soil)---> good farming ---> culture that places value blabblah
So yes, it would appear that good meals depend on nature and cultural things. However, I have an issue with this one. For this to work, we must assume that when something is not bad, that it is good. Which begs the question, is there some middle ground? This question would be much better if it was a MSS. But the other answers are clearly wrong due to mistaken logic and/or scope. So we're really left with A.
B: We don't have any info about natural resources, we know about good soil, but that's it. Eliminate.
C: Nope. Just because something is a sufficient condition doesn't mean it's a prerequisite. Actually I think it is the other way around. Prerequisite, means you must have this before that. In this case, you must actually have good farming before good soil
D: Wow. That's so far out of scope I'm surprised LSAC even wasted the ink.
E: No. We don't know about bad food, this sort of reverses the chain. The entire stimulus is about what is needed for good food.
Adinga wrote:Please, can anybody help me solve this one? It is from PT 37 Sec 2 Q 12. I just can't seem to wrap my head around it. I guess my main prob is stringing it up into the A---->B form. Thanks for the tip Daily Double.
Is your question more about expressing relationships in conditional form? Or moving from those conditional relationships to an inference?