Check out the possibilities.
We all know the feeling of satisfaction that you experience after you solve a difficult problem.
Although intelligent jokes can be understood in seconds, solving a mystery requires more time, making the pleasure much more.
Here are some of the most complex logic problems, which are not easy to solve.
Test yourself if you possess the necessary ingenuity to solve these puzzles.
Answers to riddles and explanations you will learn under the image. However, do not rush to see the answer and try to think on a solution.
Puzzle 1
When it is, you want to share. If you share it, it’s gone. What is it?
Answer 1:
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The secret
Mystery 2
Are you trying to get out of the maze, and before you are three doors.
The door on the left leads to hell. The door in the center leads to a deadly killer. The door on the right leads to the lion that hasn’t eaten in three months.
Which door will you choose?
Response 2:
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The door on the right
Leo would be dead if it is not fed for 3 months.
Mystery 3
An old man dies, leaving two sons. In his will he asks his sons to arrange a horse race, and the one whose horse will be slower will inherit.
Two sons racing, but as they try to put up the horses, they turn to the sage asking his advice.
After that, the brothers jump again, but this time at full speed. That advised them sage?
Answer 3:
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To change horses.
If they change horses, the one who wins the race, you will receive an inheritance because he belongs to the losing horse.
Mystery 4
Turn me sideways, and I will become everything. Cut me in half and I become nothing. I?
Response 4: 8
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If you turn 8 sideways, it looks like the infinity sign. If you cut it in half, the number 8 will turn into a double zero.
Mystery 5
The farmer needs to transport the Fox, chicken and bag of grain across a river. The only way across the river on a small boat, on which is placed the farmer and one of the three (the Fox, the chicken or the bag).
If left unsupervised, the chicken will eat the grain and the Fox will eat the chicken. However, Fox will not try to eat the grain, and the Fox and chicken will not escape. As a farmer will carry everyone across the river?
Answer 5:
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The farmer need to do the following:
· To move the chicken across the river.
· Return with empty boat to get the grain and carry it across the river.
· Take the chicken and move it back.
· Take and carry the Fox across the river.
· Return with an empty boat and carry the chicken back across the river.
Puzzle 6
You have the hourglass on the 7 minute hourglass on 11 minutes. How do you boil an egg for exactly 15 minutes?
Response 6:
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To cook an egg for exactly 15 minutes, do the following:
· To turn the hourglass, when you begin to cook the egg.
· Once the time runs out on a 7 minute clock, they need to be run again.
· After 4 minutes, when the time runs out on the 11-minute hourglass again to turn the 7 minute hourglass.
· Wait until the time on the 7-minute hourglass, which takes 4 minutes and you boil eggs for 15 minutes.
Mystery 7
You are on the road and stumbled to the fork. One path leads to certain death and the other to eternal happiness, but you don’t know what it is.
One brother always tells the truth and the other lies all the time. You can ask them only one question. How do you determine which road to choose?
Answer 7:
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Ask each brother: “If you were your brother , how would say which road will lead to eternal happiness?”
· Assume that the road to the right leads to eternal happiness. After you ask the question, both brothers will give you the same answer: “He would say that the left road will lead to eternal happiness.”
· In any case, you will choose the opposite of what they said, as one telling the truth that is a lie, and another lie that’s true.
Logic puzzles
8. What is the next number in this series: 1, 11, 21, 1211, 111221, 312211, …
Response 8:
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13112221
· Each sequence of numbers is a word sequence that is before it. For example, starting with one, the next sequence is “one 1” or “11”. For it to be a sequence of “twin 1” or “21” and so on.
· The first digit is a 1 (number) “1” (a number from 0 to 9). So if you say “One 1”, the next number will be “11”. Now he’s got it “twin 1” or “21”. After this “one 2 and one 1” that gives us 1211. Then “one 1, one 2 and two 1”, so we get 111221 and so on.
Riddle 9
Four people went to the river with a narrow bridge, which may take only 2 people at a time. On the street the night, they have only one flashlight, which must be used when crossing the bridge.
Person A can cross the bridge in 1 minute, person In 2 minutes, person C for 5 minutes, and person D in 8 minutes.
When two people cross the bridge together, they must pass with the speed of the slower one. Will they be able to pass the bridge in 15 minutes or less?
Response 9:
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They cross the bridge in exactly 15 minutes.
A group of 4 people to do the following:
· First A and b cross the bridge And bring back the flashlight. It takes 3 minutes.
· Then, C and D will be finished and will bring back the flashlight. It will take another 10 minutes.
· Finally, and again cross the bridge. It will take another 2 minutes.
Mystery 10
During the last census, the man said that he had three children. When asked about their age, he replied that the product of their ages is the number 72.
The sum of their ages is the same as the house number. The person conducting the census, looking at the front door to see the house number and says he still doesn’t know.
The man replies: “I forgot to tell you that oldest son loves chocolate pudding.” After this, one records the age of three children. How old are the children?
Response 10:
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three children 3, 3 and 8 years.
When the man looked at the house number, he knew the sum of the ages of the children. However, he could not tell the age of the children. So he had a few options. Only two set of numbers when multiplied give 72: (2,6,6) and (3,3,8).
After the man said the eldest son loves a chocolate pudding, the man was able to make a choice. As in the second embodiment, it is possible to call the eldest son.
Mystery 11
You are in a dark room with a candle, a wood stove and a gas lamp. You only have one match what do you light first?
Response 11:
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Match
Mystery 12
You have five bags of gold, which look alike, and each has 10 bars.
In one of the bags of fake gold. The only difference between them is that every piece of fake gold weighs 1.1 grams, while a real ingot weighs 1 gram.
You have accurate digital scales that you can use only once. How do you determine in what bag fake gold?
Response 12:
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Take 1 bar from the first bag, 2 from second, 3 third, 4 fourth, 5 fifth. If the weight ends ,1 means fake gold is in the first bag. If the weight ends in a 2, fake gold in the second bag and so on.
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