Hi Efe,
Conditional reasoning (deciphering between sufficient and necessary conditions) is one of the hardest concepts to grasp while studying for the LSAT. There are a few ways to think about it, and I think one good way is to deeply consider the words themselves: "sufficient" and "necessary". What do these mean?
Sufficient conditions go on the left side of the arrow when we diagram them, which often means students confuse them for causal statements. Instead, a sufficient condition is "sufficient" to tell us something else. In other words, if we know the sufficient condition is happening, then we know the necessary condition must be happening as well. Why? Well, the necessary condition is a requirement ("necessity") for the sufficient condition. Alone, it does not tell us anything, but if it is not happening, then the sufficient condition cannot be happening either. That is the contrapositive.
Another way to look at it is: what condition will definitely inform me of something else? Let's look at an example. A basic conditional statement is "Anyone who has a driver's license must be at least 16 years old." I have two conditions here: having a driver's license (DL) and being at least 16 years old (16+). How do I figure out which condition is sufficient and which is necessary?
Let's pretend we're sitting in a coffee shop and we hear two separate people talking on the phone. One of them (let's call her Mary) says "I just got my driver's license!" to whomever she is speaking. The other person (let's call him Dave) says, to whomever he is speaking, "Wow, I can't believe I'm 25 years old, that's crazy!"
Each of these people has just clued us into one of our two conditions: Mary has her driver's license (DL), and Dave is over 16 years old (16+). Our question now is: which one of these people do I know something
else about, based on my rule that "Anyone who has a driver's license must be at least 16 years old." The answer here, is that we know that Mary has her license, and thus has to be over the age of 16. We don't know anything more about Dave, even if he is over 16, since that is a mere requirement of getting a license. The rule would be diagrammed like this:
DL
16+
This is because having a Driver's License is
sufficient to know something else: that Mary is at least 16. We know Dave could possibly have his license, since he meets one requirement, but we don't know for sure that he fulfilled the other requirements. Now let's pretend there's a hypothetical third person, let's call her Jen, who is having a phone conversation in our imaginary coffee shop as well. Jen says into her phone, "I just hate being 12 years old, I wish I were older!" Now, what do know about Jen? Jen has not fulfilled a requirement of getting her driver's license, specifically our necessary condition of being at least 16. Based on our contrapositive, diagrammed below, this means she cannot possibly have her license.
16+ DL
I hope this helps!
Steven