- Tue Nov 19, 2019 7:30 pm
#72136
Hi Bruin96,
When approaching a local MBT question, draw a fresh diagram, add the local condition, and apply the rules systematically.
If K lectures at 3:00 on Friday, then we know M and N must lecture on Thursday because, otherwise L and O would have to both lecture on Thursday, and that would violate a rule. (Draw that out to make sure you understand.)
So, we know that M and N must lecture on Thursday. Another rule says that J lectures at 1:00. We need to see if J can still lecture on either Thursday or Friday. First, try Thursday. When you place JMN on Thursday, you end up with L and O together, which violates the rules.
So now we know J must lecture on Friday, at 1:00 pm. There is only one slot left on Friday (the 2:00 slot), and the possible lecturers we haven't placed on a day yet are L and O. But if L lectures on Friday, he can only lecture at 1:00. So it must be O.
Now, for this problem you looked up the right answer and saw that it was E, that O lectures on Friday at 2:00. Once you know the correct answer, you can work backwards to prove that it is so. In this example, try to put each of the other lecturers in the 2:00 Friday slot, and you will see that none can but O. Taking the time to prove the answer is what ensures success on logic games. Try to get in the habit of PROVING when doing logic games. There's no need to guess (unless there is only a minute left and you are just bubbling in all the incomplete questions).
Enjoy your studies!