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1、面试中常见的iq_eq测试题（The common iq_eq test in the interview）An IQ EQ test is common in interviewsIntelligence 1 (the pirates divide gold COINS)After the pirates grabbed 100 gold pieces, they discussed how to distribute it fairly. The agreed distribution principle is: (1) the lottery determines the allocat
2、ion sequence number of each person (1, 2, 3, 4, 5); (2) by signing to draw 1 pirates scheme is put forward, and then five people to vote, if the solution is more than one half of person approval, according to his plan, otherwise will be throw to feed a shark into the ocean 1; (3) if the no. 1 was th
3、rown into the sea, is put forward by 2 scheme, and the remaining four people vote, when and only when more than one half of person approval, according to his proposal carry on allotment, otherwise will be throw into the sea; (4) and so on. It is assumed that every pirate is very clever and rational,
4、 they all can be strict logic reasoning, and can be very rational of judgment own gain and loss, that is able to get the most under the premise of their lives in gold COINS. At the same time also assume that after each round of voting results can be well implemented, so how to draw 1 pirates should
5、put forward the scheme to make yourself not be thrown into the sea, and can get more gold COINS?Intelligence 2 (guessing game)Mr Mr S, P, Q, they know that there are 16 CARDS in the drawer of the table: red peach, four spades J A, Q, 8, 4, 2, 7, 3, 5, 4, 6 K, Q block A, 5. Professor John from among
6、the 16 card card, and put this card points tell Mr P, told Q, the design and color of this card. At this point, professor John asked Mr. P and Mr. Q: can you infer what the card is from the points or colors you already know? So Mr. S heard the following conversation: Mr. P: I dont know about this ca
7、rd. Mr. Q: I know you dont know this card. Mr. P: now I know this card. Mr. Q: I see. After listening to the above dialogue, Mr. S correctly introduced the card as soon as he thought about it. Excuse me, what is this card?Intelligence problem 3 (burning rope problem)It takes an hour to burn an uneve
8、n rope from start to finish. Now there are several pieces of the same rope, asking how to use the method of burning rope for an hour and 15 minutes.Question 4 (table tennis)Suppose a hundred ping-pong balls were lined up, and two people would take the ball and put it in the pocket to win the 100th p
9、ing-pong ball. If you are the first to take the ball, how many should you take? How can you get a hundred ping-pong balls in the future?Problem 5 (drinking soda)1 yuan for a bottle of soda, two empty bottles for a soda pop, and ask: you have 20 yuan, can you drink a few soda?Problem 6 (split bars)Yo
10、u let the workers work for you for seven days, and the reward for the workers is a gold bar. You have to give them a piece of gold at the end of each day. How can you pay your workers if you only break the bars twice?Quiz 7 (ghost valley cowster)Sun bin, pang Juan are the disciples of the devil. One
11、 day the devil came out of the problem: he chose two different integers from two to 99, and told him and told him. Im not sure what these two Numbers are, but Im sure you dont know what these two Numbers are, pang said. Sun said: I didnt know, but I can confirm these two Numbers now. If you say so,
12、I now know what these two Numbers are. What are these two Numbers? Why is that?Intelligence problem 8.Is said to have someone to the premises of the wife of shop-owner poses a conundrum: the man know the store only two spoon scoop wine, two wine can scoop 7 and 11 respectively, but stubbornly wife o
13、f shop-owner 2 two wine to sell him. The wise old lady made no vague use of these two lads to ladle wine in the jar,And pour it out, and you measure two or two, can you do it wisely?IQ 9 (5 prisoners)A question that really stumped the minds of millions of people, this is Microsofts interview questio
14、n. Five prisoners, respectively according to the number from 1 to 5 in 100 green lentil sacks catch mung beans, rules at least grasp each one, and grasp the most and the least people will be put to death, and no communication between them, but in time, can be pulled out the rest of the number of bea
15、ns. Who has the greatest chance of surviving? Tip: 1, all of them are very smart people 2, their principles are first, leading to more killing 3100 need not all points out four, if there are repeated, also calculate maximum or minimum, shall be put to deathIntelligence and 10 (king and seers) before
16、 the execution ground velocity, the king said to the prophet: its you not be predicted? How do you cannot predict to you shall be put to death today? I give you a chance, you can predict how today I will kill you. If you are predicted by the way, Ill let you poison to death; otherwise, Ill hang you. But the answer of the wise prophet made it impossible for the king to kill him anyway. Excuse me, how d
