At a concert, exactly eight compositions -- F, H, L, O, P, R, S, and T -- are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions:T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.If P is performed third and S is performed sixth, the composition performed fifth must be either
Answer(s): C
At a concert, exactly eight compositions--F, H, L, O, P, R, S, and T--are to be performed exactly once each, consecutively and one composition at a time. The order of their performance must satisfy the following conditions:T is performed either immediately before F or immediately after R. At least two compositions are performed either after F and before R, or after R and before F. O is performed either first or fifth. The eighth composition performed is either L or H. P is performed at some time before S. At least one composition is performed either after O and before S, or after S and before O.If exactly two compositions are performed after F but before O, then R must be performed
Answer(s): D
Use your pencil to jot down what you are told, without freezing up. There are two compositions (slots!) between F and O, in that order. So it's:F______O
On each of exactly seven consecutive days (day 1 through day 7), a pet shop features exactly one of three breeds of kitten -- Himalayan, Manx, Siamese -- and exactly one of three breeds of puppy -- Greyhound, Newfoundland, Rottweiler. The following conditions must apply:Greyhounds are featured on day 1.No breed is featured on any two consecutive days.Any breed featured on day 1 is not featured on day 7.Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.Which one of the following could be the order in which the breeds of kitten are featured in the pet shop, from day 1 through day 7?
Answer(s): E
This Acceptability question deals only with the top row, the kitten row, so we should start with what we know for sure, which is that day 1 is not a Himalayans day - meaning that option [Himalayan, Manx, Siamese, Himalayan, Manx,Himalayan, Siamese] can be crossed out. Next, we might scan for consecutive breeds, and that scan yields the S S situation that dooms option [Siamese, Himalayan, Manx, Himalayan, Siamese,Siamese, Himalayan]. Days 1 and 7 have to be different, a rule that option [Manx, Himalayan, Siamese, Himalayan, Manx,Himalayan, Manx] violates, so this option gets crossed out. And we need exactly three h's, something that option [Manx, Himalayan, Manx, Himalayan, Siamese,Manx, Siamese] ignores.
On each of exactly seven consecutive days (day 1 through day 7), a pet shop features exactly one of three breeds of kitten -- Himalayan, Manx, Siamese -- and exactly one of three breeds of puppy -- Greyhound, Newfoundland, Rottweiler. The following conditions must apply:Greyhounds are featured on day 1.No breed is featured on any two consecutive days.Any breed featured on day 1 is not featured on day 7.Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.If Himalayans are not featured on day 2, which one of the following could be true?
Answer(s): B
So there are no Himalayans on day 2, eh? Well, that should be helpful: We have three non-consecutive h's to place, and day 1 was already forbidden to them, so you might suspect that their placement is now pretty much of a done deal, and so it is. There's only one way to insert them:1234567m/s___h___h___hSo let's check our choices.
On each of exactly seven consecutive days (day 1 through day 7), a pet shop features exactly one of three breeds of kitten -- Himalayan, Manx, Siamese -- and exactly one of three breeds of puppy -- Greyhound, Newfoundland, Rottweiler. The following conditions must apply:Greyhounds are featured on day 1.No breed is featured on any two consecutive days.Any breed featured on day 1 is not featured on day 7.Himalayans are featured on exactly three days, but not on day 1. Rottweilers are not featured on day 7, nor on any day that features Himalayans.Which one of the following could be true?
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