- Sun Feb 13, 2022 3:07 pm
#93743
"One in 2,3, or 4 must occur, so even if we take the wrong interpretation, it doesn't matter, we still get it right."
The rule states that if a feature occupies more than one slot, it must occupy consecutive slots.
Oh, I see it now. It was a trick. Say there are 3 M's.
The rule must be fulfilled. How many M's do we need to fill that rule? 2.
Once 2 M's are used, the rule is fulfilled, because it is now occupying consecutive slots.
It does not state that ALL M's must be in consecutive slots.
I would say it is unreasonably misleading, however, there is an answer that fulfills BOTH conditions.
One in 2,3, or 4 must occur, so even if we take the wrong interpretation, it doesn't matter, we still get it right, and perhaps the potentially misleading interpretation, was only given as a possible answer in order to distract the test taker. Worst case scenario, you had to quickly scroll back through the previous two questions to make sure this did not affect the other questions.