Trust me, watching the problem play out in Talwalkar’s video is helpful in understanding this complex logic test. This answer satisfies the confusion conditions of the problem, putting the cat in Hat Two with the correct statement being that of Hat Three. The true statement then is Hat Three’s statement. In addition, the first statement is also false, as the cat is in Hat Two, not Hat One. Assuming the cat is in Hat Two, the statement corresponding with that hat is false. Spoiler Alert: The cat is in Hat Two-and here’s why. With two true statements, this isn’t the right answer. That would also be true, assuming the cat were in Hat Three. But the issue comes when considering Hat Two’s statement: That the cat is not in Hat Two. So far, so good for only one true statement in the bunch. Well, what if we assume the cat is in Hat Three? Hat Three’s statement would then be true, while Hat One’s statement would be false. This means the cat is not in Hat One because if it was, two statements would be true-and that clearly doesn't satisfy the conditions of the problem. But if the cat is in Hat One, the cat would not be in Hat Two, making the second statement also true. Hat One's statement is obviously true in this scenario. If you end up with one true statement and two false statements, you have the correct cat-in-hat placement. Well, first, here’s how to solve the problem: You have to logically consider each case, assuming the cat is in each hat, then seeing if each statement applies to that case. But thankfully, Talwalkar broke down how to solve the logic problem in a new YouTube video. OK, so maybe this problem isn't as simple as it seems. The answer options are: 1) Hat One 2) Hat Two 3) Hat Three 4) None of the hats or 5) Not enough information. "There are three hats, each with an accompanying statement.Įxactly one of the statements is true. This logic test about a cat in a hat stumps most people- but will it confuse you?Īccording economics and math pro Presh Talwalkar of the YouTube channel Mind Your Decisions, a survey found only 36 percent of people could find the right answer to this seemingly simple problem.
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