by ohthatpatrick Fri Jul 05, 2019 3:54 pm
Think about the normal flavors of INFERENCE ..
INFERENCE (must be true)
If the statements above are true, which of the following must be true?
INFERENCE (most strongly supported)
If the statements above are true, which of the following is most supported?
Less commonly, we see the opposites of these:
INFERENCE (must be false)
If the statements above are true, which of the following must be false?
INFERENCE (most strongly opposed)
If the statements above are true, which of the following is least compatible?
To be logically INCOMPATIBLE or INCONSISTENT = contradictory
If I tell you that "no NFL players are female", then the statement "Laura is a girl who plays in the NFL" is incompatible / inconsistent.
COMPATIBLE = doesn't contradict.
If I tell you that "no NFL players are female", then the statement "mustard is yellow" is compatible. They don't contradict.
So from this question stem, we know that the correct answer is LEAST compatible, so the other four are compatible / more compatible.
But proving compatibility is harder than proving incompatibility.
If you were told:
No NFL players are female. Chris plays in the NFL
And asked "Which is LEAST compatible", which would you pick?
(A) Chris is female.
(B) Mustard is yellow
You'd pick (A), because we have ammunition that goes AGAINST (A).
So, just like on Must Be False, on this "Soft" Must Be False question, you'd be asking yourself as you read each answer choice, "Does this go against something we read?"