Hi Micah,
Happy to help.
First, some basic concepts: in Justify questions, you need to identify a statement that is
sufficient to prove the conclusion. In other words, if all the answers are true statements, one of them—when combined with the premises in the argument—must be sufficient to prove the conclusion. As you may notice, every variation of the stem instructs you to assume that the answers are true statements ("if true"):
“The conclusion above follows logically if which one of the following is assumed?”
“Which of the following, if true, enables the conclusion to be properly drawn?”
“The conclusion above is properly drawn if which of the following is assumed?”
Let’s work through a simple argument and examine what a Justify answer would sound like:
Premise: Jane just got a 173 on the LSAT.
Conclusion: Jane will be admitted to Harvard.
To justify this conclusion, it is sufficient to say that “Everyone who gets a 173 on the LSAT gains admission at Harvard" (i.e. 173
Harvard). Other examples of Justify answers might include:
- 173 is a top-1% score, and a top-1% score is sufficient to secure admission to Harvard.
- Everyone named “Jane” is automatically admitted to Harvard.
- Everyone who gets a score higher than 165 gets into Harvard.
- Everyone taking the LSAT is automatically admitted to Harvard.
These examples all conform to the following structural paradigm:
Justify Formula: Answer choice + Premise → Conclusion
By contrast, Assumption questions require you to identify a statement upon which the conclusion
depends, i.e. a statement without which the conclusion wouldn't make any sense. Typical Assumption question stems include:
“Which of the following is an assumption upon which the argument depends?”
“The argument assumes which one of the following?”
In the Justify answers listed above, none of these statements would be necessary for the conclusion to be true, because the conclusion would be logically valid even if they weren't true.
To identify an assumption, ask yourself this: "What is
the least I need to establish in order to ensure that this argument is valid?" In a way, an assumption is an inferential statement: we can prove it by referring to the argument contained in the stimulus, so if the conclusion of the argument is valid, its assumption(s) must be true:
Conclusion (valid) → Assumption (true)
Examples of assumptions for the above-mentioned argument might include:
- At least one person who gets a 173 is admitted to Harvard.
- Jane is applying to Harvard.
- Harvard will not reject Jane’s application for some reason unrelated to her LSAT score.
- The LSAT is one of the factors affecting applicants' chances of admission.
In other words, the statements we just listed
must be true if are to believe that Jane will be admitted to Harvard. Indeed, some test-takers find it easier to conceptualize Assumption questions as part of the First Family (i.e. "Prove"-type questions), because the assumption statement can be proven by the information contained in the stimulus.
As you can see, Assumption and Justify questions often require you to find the missing link between a premise and the conclusion: this is why the two question types are conceptually similar. But the way in which the correct answer choice attempts to link the conclusion to the premises varies significantly between them.
Hope this helps!