Math logic puzzles for adults. Math logic puzzles for children. Riddles for kids! check yourself
A riddle is a metaphorical expression in which one object is expressed through another that has some, even remote, similarity with it; on the basis of the latter, the person must guess the intended object.
In ancient times, a riddle was a means of testing wisdom, now it is a popular pastime. Riddles are found among all peoples, at whatever stage of development they are. A proverb and a riddle differ in that the riddle must be guessed, and the proverb is a lesson. Material from Wikipedia. We bring to your attention 15 of the most difficult riddles in the world. Along with this, we also give answers to immediately determine whether you are able to solve them.
The answer is hidden and is located on a separate page of the site by.
- Two people come up to the river. Off the shore is a boat that can only hold one. Both men crossed over to the opposite bank. How did they do it?
They were on different banks.
- Vasily, Peter, Semyon and their wives Natalya, Irina, Anna have been together for 151 years. Each husband is 5 years older than his wife. Vasily is 1 year older than Irina. Natalia and Vasily are together for 48 years, Semyon and Natalia are together for 52 years. Who is married to whom, and how old is who?
Vasily (26) - Anna (21); Peter (27) - Natalia (22); Semyon (30) - Irina (25).
- Do not write anything or use a calculator. Take 1000. Add 40. Add another thousand. Add 30. Another 1000. Plus 20. Plus 1000. And plus 10. What happened?
5000? Wrong. The correct answer is 4100. Try using a calculator.
- Jackdaws flew, sat on sticks. They sit down one at a time - an extra jackdaw, if they sit down two at a time - an extra stick. How many sticks were there and how many jackdaws were there?
Three sticks and four jackdaws.
- Mr Mark was found murdered in his office. The cause was a bullet wound to the head. Detective Robin, examining the scene of the murder, found a cassette recorder on the table. And when he turned it on, he heard the voice of Mr. Mark. He said, “This is Mark. Jones just called me and said that in ten minutes he would be here to shoot me. It's useless to run. I know this tape will help the police arrest Jones. I can hear his footsteps on the stairs. Here the door opens ... ". The detective's assistant offered to arrest Jones on suspicion of murder. But the detective did not follow the advice of his assistant. As it turned out, he was right. The killer was not Jones, as the tape said. Question: why did the detective have suspicions?
The cassette tape in the recorder was revised at the beginning. Moreover, Jones would have taken the cassette.
- Third-graders Alyosha and Misha walk from school and talk:
“When the day after tomorrow becomes yesterday,” said one of them, “today will be as far from Sunday as the day that was today, when the day before yesterday was tomorrow. What day of the week did they talk?On Sunday.
- The hare and the cat together weigh 10 kg. A dog with a hare - 20 kg. Dog with cat - 24 kg. How much in this case will all the animals weigh together: a hare, a cat and a dog?
27 kg. (solution .)
- There was a stone on the seashore. A word of 8 letters was written on the stone. When the rich read this word, they cried, the poor rejoiced, and the lovers parted. What was that word?
Temporarily.
- There is a prison, next to a hospital. There are rails around them, and on the rails a train moves around at high speed. One boy needs to go to his grandfather in prison, and one girl to her grandmother in the hospital. How can they do this if the train doesn't stop?
The boy needs to throw the girl under the train, then he will go to jail, and the girl to the hospital.
- What Russian word can be written from right to left, turned upside down, mirrored, and it still remains unchanged and does not lose its meaning?
It.
- What bird do you need to pluck feathers from to get morning, afternoon, evening, night right away?
Day.
- Teresa's daughter is my daughter's mother. Who am I to Teresa?
1. Grandmother.
2. Mother.
3. A daughter.
4. Granddaughter.
5. I am Teresa.Write your own version in the comments.
Logical tasks can be attributed to a kind of gymnastics for the mind. Solving such problems develops logical and non-standard thinking, ingenuity, memory, which are necessary for every person. Logic problems are different. For example, mathematical, with a trick, ingenuity, in the form of puzzles.
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Logical tasks
Objective 1: Imagine a golfer hitting a ball. After the impact, the ball rolled, rolled across the field and, as a result, rolled not into a hole, but into a steel pipe, dug vertically deep (several meters) into the ground. The ball ended up at the very bottom of the pipe (a few meters from the ground).
Can you please tell me how a golfer can get his ball out without much effort, without having to dig out such a long pipe?
Task 2: Try to understand by what rule the following numerical sequence is formed:
1
11
21
1211
111221
312211
13112221
1113213211
Objective 3: Continue with the following sequence of letters:
S O N D Y F M ...
Task 4: Alexander has his own pet shop selling birds. If he places one bird in each cage, then one bird will not have enough cage. If Alexander places two birds in each cage, then one cage will remain free. How many cages and birds do you think are there in Alexander's pet store?
Task 5: Imagine you have a large keg of kvass. In addition, you have two empty bottles of 3 and 5 liters. How to measure exactly one liter of kvass with these bottles?
Task 6: Alexander weighs half as much as Dmitry, and Nikolai weighs 3 times more than Alexander. Try to determine how much each of them weighs if all together they weigh 360 kilograms?
Task 7: Below is the sequence of letters. There is no rule of order in which this sequence is built. However, two letters are missing for completeness, what are these two letters?
I S F A M O N D Z I
Answer to problem 1: The golfer needs to pour water into the pipe to the brim, then the ball will float to the surface by itself.
Answer to problem 2: Each next number describes the previous one. For example: the number in the second line "11" says that there is one unit in the previous line (1 (one) 1 (one)); the number in the third line "21" says that there are two ones or 2 (two) 1 (ones) in the previous line; the number on the fourth line "1211" says that the previous line has one two and one one or 1 (one) 2 (two) 1 (one) 1 (one). Etc.
Answer to problem 3: The letter a". The sequence of the first letters in the name of the months of the year, starting from September, is used here: September, October, November, December, January, February, March. Therefore, the next letter will be "A" - April.
Answer to problem 4: Alexander has four birds and three cages at the pet store.
Answer to problem 5: First, fill a 3-liter bottle with kvass from the keg, then pour all 3 liters from a 3-liter bottle into a 5-liter bottle. Then again pour the kvass from the keg into a 3-liter bottle. Then pour kvass from it into a five-liter bottle until it is filled. And as a result, exactly 1 liter of kvass will remain in a 3-liter bottle.
Answer to problem 6: Nikolay = 180kg, Dmitry = 120kg, Alexander = 60kg. Solution: let Alexander's weight = x (x), then Dmitry's weight = 2x, and Nikolai's weight = 3x. Therefore, we get the equation: (x + 2x + 3x) = 360kg. Equivalent: 6x = 360kg, whence x = (360kg: 6) = 60kg. After that, the weight of each of them is easily calculated.
Answer to problem 7: The letters "M" and "A". A group of letters consists of the first letters of the names of the months of the year. All of them are located chaotically, but for completeness two more letters are missing (there should be 12 of them).
Trick tasks
Objective 1: If Jack does not drink at work, then for some reason all his employees begin to think that he is a bad worker and a slacker. Why do you think?
Task 2: Three friends went to play billiard together. They stayed there for 2 hours, after which they were billed $ 15. Friends chipped in $ 5 each, paid $ 15 to the cashier and went home. But the head of the billiard room was their friend and when he found out that his friends had been invoiced, he told the cashier to catch up with them and return 5 dollars to them (out of friendship). The cashier decided to give his friends only $ 3, and take $ 2 for himself. He did just that. As a result, each of the friends paid $ 4, for a total of $ 12. Plus $ 2 was kept by the cashier. The total is 12 + 2 = $ 14. Where do you think the other dollar went?
Objective 3: Sveta has pets: cats and dogs. Of all her animals, only one is not a dog, and all but one of her pets are cats. How many cats and dogs do you think Sveta has?
Task 4: Imagine you have an empty fruit basket. Nearby is a basket twice as large in volume, which is completely filled to the brim with apples. There are a total of 240 apples in the large basket. How many apples do you think you can put in an empty basket?
Task 5: The man lives on the 17th floor. He takes the elevator to his floor only in rainy weather or when one of the neighbors is taking the elevator with him. If the weather is good and he is alone in the elevator, then he goes to the 9th floor, and then to the 17th floor he walks up the stairs ... Why?
Task 6: An inspector who was checking a certain school noticed that whenever he asked the class a question, all the students pulled out their hands in response. Moreover, although the school teacher chose a different student each time, the answer was always correct. How did it come about?
Task 7: Returning home from fishing, the angler met his friend, who asked about his catch. But, since our fisherman, in addition to fishing, was also a great lover of all kinds of riddles, he replied to his friend as follows: "If I add half the catch and a dozen more fish to the number of fish I caught, then my catch would be exactly one hundred fish." How many fish did the angler catch?
Answer to problem 1: Jack works as an alcohol taster.
Answer to problem 2: As the calculations are indicated at the end of the puzzle condition, of course, this cannot be considered. So, friends paid $ 12, of which $ 10 arrived at the cashier, and $ 2 remained with the cunning cashier. In the end, there is no missing dollar. Here's the answer to this missing dollar puzzle.
Answer to problem 3: Sveta has only one dog and only one cat.
Answer to problem 4: Only one apple, because after placing one apple, the basket will no longer be empty.
Answer to problem 5: This man is a midget, and he can only reach the button of the 17th floor with an umbrella or asks someone to press this button.
Answer to problem 6: The teacher has previously agreed with the students so that they volunteer to answer, regardless of whether they know the answer or not. But those who know the answer should raise their right hand, and those who do not know should raise their left. Each time the teacher chose a different student, but always the one who raised his right hand.
Answer to problem 7: Let's solve the problem from its end. We subtract 10 extra fish - 90 fish remain. The number 90 contains three equal parts, of which two are the actual catch, and the third is an additional half of the actual catch. Therefore, this additional half of the catch is 90: 3 = 30 fish, and the catch itself is 30x2 = 60 fish.
Tricky Tasks
Objective 1: What's unusual about the sentence "The quick brown fox jumps over the lazy dog"? (Translation: the swift brown fox jumped over the lazy dog).
Task 2: One gentleman, showing his friend a portrait painted by his commission by one artist, said: "I have no sisters or brothers, but this man's father was my father's son." Who was depicted in the portrait?
Objective 3: The pilot jumped out of the plane without a parachute. How was he able to remain unharmed after landing on hard ground?
Task 4: The military camp has the shape of a square at the base. It was required to place 16 sentries in equal numbers along each of the four sides. First, the sergeant set up sentries, 5 men on each side. Then the captain came and again placed the same 16 sentries, 6 people on each of the 4 sides. Then the colonel came and moved the same 16 sentries, 7 people on each of the 4 sides. How were the sentries deployed along the walls of the military camp by the sergeant, the captain and the colonel?
Task 5: Three couples (three husbands and three wives) stand on one side of the river and want to cross to the other side in a boat that can only accommodate two. Moreover, none of the wives wants to stay with other husbands without the presence of their husband. How can all thermal couples get to the other side using a two-seater boat?
Task 6: The beetle crawls up the tree, while during the day in the morning, afternoon and evening it crawls to a height of 5 meters, and at night it descends to 2 meters. Question: on what day and hour will the beetle crawl to a height of 9 meters, if it began to crawl up a tree on Sunday at 6 o'clock in the morning?
Task 7: People who came to one village often wondered at the local fool. When offered a choice between a shiny 50-cent coin and a mint five-dollar bill, he always chose the coin, although it costs ten times less than the bill. Why did he never choose the bill?
Answer to problem 1:"The quick brown fox jumps over the lazy dog" - This sentence contains all the letters of the English alphabet.
Answer to problem 2: The portrait shows the gentleman's son.
Answer to problem 3: The plane was on the runway.
Answer to problem 4: The sergeant placed the sentries as follows: one in the corners and three in the middle of each of the 4 sides, making up 5 on each side of the camp. The captain placed the sentries as follows: two in the corners and two in the middle of each of the 4 sides, this would make 6 on each side of the camp. The colonel placed the sentries as follows: three in the corners and one in the middle of each of the 4 sides, making 7 on each side of the camp.
Answer to problem 5: To begin with, let's designate husbands with the letters A, B, C, and designate wives with the letters a, b, c. Then the following actions follow in order: 1) first, “a” and “b” swim across to the second bank, 2) then “a” returns and takes “c” to that bank, 3) “c” returns and remains with “B” , and "A" and "B" swim to the other side, 4) "B" and "b" return to the first shore, "b" remains, and "B" and "C" swim to the second shore (as a result, all husbands turned out to be on the second bank), 5) then “a” takes “b”, 6) and finally “C” takes “c”.
Answer to problem 6: Very often they argue like this: a beetle crawls to a height of 3 meters (5m - 2m) in 24 hours. Therefore, it will climb to a height of 9 meters in 3 days, i.e. by 6 o'clock on Wednesday morning. But a more correct answer is different: at the end of the second day (on Tuesday at 6 am) the beetle will be at a height of 6 meters, and on the same day it can crawl 5 meters more, which exceeds the required level of 9 meters. It is not difficult to calculate that the beetle will reach 9 meters on Tuesday at 1312 hours.
Answer to problem 7: The "Fool" was not so stupid: he understood that as long as he chose the 50-cent coin, people would offer him money to choose from, and if he chose the five-dollar bill, the money offers would stop and he would not receive anything.
Math problems
Objective 1: In the 19th century, a teacher asked his students to calculate the sum of all integers from one to one hundred. Computers and calculators were not yet available, and the students began to conscientiously add numbers. And only one student found the correct answer in just a few seconds. It turned out to be Karl Friedrich Gauss - the future great mathematician. How did he do it?
Task 2: There are nine coins on the table. One of them is fake. How can a counterfeit coin be found using two weighings? (Counterfeit coins are lighter than real ones.)
Objective 3: One fisherman bought himself a new 5 foot rod. He has to get home by public transport, in which the rules prohibit the transport of items longer than 4 feet. How should you pack your fishing rod in order to travel on public transport without breaking the rules?
Task 4: There are 9 kg of cereal and a pan scale with weights of 50 g and 200 g. Try weighing 2 kg of this cereal in three steps.
Task 5: In one city, a new district of 100 houses was built. The sign makers made and brought a pack of new plaques with house numbering from 1 to 100. Count the number of all 9 digits in these plaques (9 and 6 are different digits).
Task 6: When the book was published, it took 2,775 digits to number its pages. How many pages are in the book?
Task 7: To get the paint orange, it is necessary to mix yellow (6 parts) and red (2 parts) paints. How many grams of orange paint can be obtained (maximum) with 3 grams of yellow and 3 grams of red paint available?
Answer to problem 1: The future mathematician identified 49 pairs of numbers: 99 and 1, 98 and 2, 97 and 3 ... 51 and 49. In total, each pair of numbers was equal to one hundred, and there were two unpaired numbers 50 and 100. Therefore, 49x100 + 50 + 100 = 5050.
Answer to problem 2: First weighing: put three coins on each pan. If the balance is balanced, then two of the three remaining coins are taken for the second weighing. If a counterfeit coin is on the scales, then it is clear on which scale it is. If the scales are balanced, then the remaining unweighted coin is a counterfeit one. If during the first weighing one of the cups outweighs the other, then the counterfeit coin is among the coins, the weight of which turns out to be less. Then, by the second weighing, we establish which of the coins is counterfeit.
Answer to problem 3: The rod must be packed in a box 4 feet long and 3 feet wide (diagonally across the box).
Answer to problem 4: It is necessary to weigh the cereal into two equal parts of 4.5 kg each; then weigh one of these parts in half again, that is, 2.25 kg each, and subtract from one of these parts using the two existing weights 250 g. Thus, you get a weight of 2 kg.
Answer to problem 5: The correct answer is 20 nines.
Answer to problem 6: The first 9 pages require 9 digits. Pages 10 to 99 (90 pages) require 90x2 = 180 digits. From page 100 to page 999 (900 pages), 900x3 = 2700 digits are required (300 digits for each hundred pages with three-digit numbering). Therefore, 999 pages require 2700 + 180 + 9 = 2889 digits. We went through (2889-2775) / 3 = 38 pages. Total: 999-38 = 961 pages were in the book.
Answer to problem 7: From the condition of the problem it can be seen that yellow paint is required 3 times more than red. Therefore, having 3 grams of yellow paint available, you need to take 1 gram of red paint. That is, when mixing orange paint, you get 4 grams.
Video
Logical thinking is a very important component of an adequate level of human development. It is required not only for studying the exact sciences, but also very often brings benefits in Everyday life, and also allows you to understand even what you do not know. As for the riddles for logic, they are interesting not only for children, but also for adults.
Riddles (answers in brackets)
How to find a black cat in a room where the lights are off? (turn on the light)
What would a green lifebuoy become when thrown into the Red Sea? (wet)
Why does the chicken cross the road? (to get to the other side)
There are three bottles of juice in the refrigerator: grape, orange and tomato. What will you need to discover first if you feel thirsty? (refrigerator door)
There were eight apples hanging from the tree: three red and five green. Two more apples turned red two days later. How many apples are on the tree now? (eight)
What is the heaviest: 1 kg of iron, 1 kg of bananas or 1 kg of cotton wool? (all three weigh the same)
Lena's father has four daughters: Masha, Dasha, Natasha ... What is the name of the fourth daughter? (Lena)
There are three houses nearby: one has five floors, the other has nine, and the third has sixteen. Each of the houses has an elevator. On which floor in each house is the elevator most often called? (in any house - on the first floor)
What device does a person turn on before going to bed and turn it off in the morning? (alarm)
Which is more: an hour and forty minutes, or 100 minutes? (same, because hour = 60 minutes)
In winter, the thermometer outside the window shows minus fifteen degrees. If you hang two more thermometers outside the window, what temperature will they show? (the same - minus fifteen degrees)
What happens to a cow after she turns six? (her seventh year of life will begin)
Vasya comes home from school in fifteen minutes. How many minutes will he be able to get home if he goes with his friend Petya? (also in fifteen minutes)
Two mushroom pickers went to the forest and found five mushrooms. They are followed by three mushroom pickers - how many mushrooms can they find? (none - because the first two took everything)
What can a person with closed eyes see? (dream)
Kolya decided to fry eggs. Broke the egg, but couldn't see the white yolk. Why didn't he succeed? (because the yolk is never white)
When a horse is bought, what is it? (wet)
Each of the five brothers has a sister. How many sisters do they have in total? (one)
What can be cooked but not good for food? (homework)
What is there in the garden, in the garden and in the country, but not in the apartment? (letter "D")
Grandmother has a grandson Seryozha, a cat Fluff, a dog Bobik.
How many grandchildren does a grandmother have?
Answer: (One)
* * *
The thermometer shows plus 10 degrees.
How many degrees will two such thermometers show?
Answer: (10)
What is the correct way to say: “I don't see the white yolk” or “I don't see the white yolk”?
Answer: (The yolk cannot be white)
* * *
My father's child, not my brother.
Who is this?
Answer: (Sister)
Name what you can take with your left hand, but not with your right.
Answer: (Right elbow)
What kind of comb cannot be combed?
Answer: (Petushin)
My name is Petya. My sister only has one brother.
What is the name of my sister's brother?
Answer: (Petya)
* * *
Can it rain for two days in a row?
Answer: (No, there is night between them)
Which month is the shortest?
Answer: (May, since there are only three letters in it)
There are 7 benches in the park. Three painted.
How many benches are there in the park?
Answer: (Seven remained)
They don't eat it raw, but throw it away ready-made.
What's this?
Answer: (Bay leaf)
There are 20 coconuts in a box. The monkey stole all the nuts except 5.
How many nuts are left in the box?
Answer: (5 nuts left)
Which hand is the best for stirring tea?
Answer: (It is better to stir tea with a spoon)
Each of the 5 sisters had two brothers.
How many brothers were there in total?
Answer: (Two brothers)
You are ahead of the skier in second position.
Where are you now?
Answer: (Having overtaken the skier, you take his place, namely the second)
What is always in front of us, but we do not see it?
Answer: (Future)
Where did Moses end up when the candle went out?
Answer: (In the dark)
That you can't lift the tail off the floor?
Answer: (Ball of thread)
The 12-storey building has an elevator.
2 people live on the first floor, from floor to floor the number of residents doubles.
Which button is pressed most often in the elevator at home?
Answer: (Button on the first floor)
The loaf was cut into three pieces.
How many incisions were made?
Answer: (Two)
That a woman usually has two in her life, and a man has one?
Answer: (Last name)
Who walks while sitting?
Answer: (A chess player walks while sitting)
What can you cook but not eat?
Answer: (Lessons)
Two boys played checkers for 2 hours.
How long did each of the boys play?
Answer: (Two hours)
* * *
What are all people on earth doing at the same time?
Answer: (Getting older)
If it rains at 12 o'clock in the morning, can we expect that in 72 hours it will be sunny?
Answer: (No, in 72 hours it will be midnight again)
Which elephant has no trunk?
Answer: (The chess bishop does not have a trunk)
Four birches grew,
Each birch has four large branches,
On every big branch -
Four small branches
On every little branch -
Four apples.
How many apples are there?
Answer: (None, apples do not grow on birches)
Which road do they drive for six months and walk for six months?
Answer: (By the river)
What is always increasing and never decreasing?
Answer: (Age)
The grandmother was carrying a hundred eggs to the market, and the bottom fell.
How many eggs are left in the basket?
Answer: (Not a single one was left, the bottom fell)
They knock, knock - they don't tell you to be bored.
They walk, they walk, and everything is right there.
Answer: (Clock)
* * *
What will happen to the crow when she turns 7 years old?
Answer: (She will go to the eighth year)
If you only had one match when entering a room,
where there is a kerosene lamp, a fireplace and a gas stove,
what would you light up first?
Of course, parents do not always want to bother the precious child and come up with the most difficult riddles for him. Nevertheless, such questions, over the answer to which you need to reflect, are useful and necessary for children and adults, regardless of age.
Why make difficult riddles for a child
Moms and dads may wonder whether it is worth misleading the child and including difficult tasks in the program. Nevertheless, after studying the information about how productive the most difficult riddles are for children of different ages, parents will immediately change their former opinion. Logic and trick puzzles are needed for the following reasons:
These are just some of the factors that indicate that children definitely need tough questions that need to be answered. This will help to fully develop and be literate.
What riddles should be
It is clear that complex riddles are somewhat different from simple logical questions. It is necessary to think over a program of developmental classes with such tasks in advance so that the process goes through easily and without hesitation. The most difficult riddles should be:
- With a trick.
- Ambiguous.
- Those, the answer to which is worth thinking hard.
- Difficult puzzles should be matched to the age of the child. This will help boys and girls find answers according to their level of knowledge. From this it follows that kids should not ask very difficult riddles, for the smallest it is better to choose trick questions. For older children, you can choose questions such as for adults.
It is worth considering the above factors when choosing logical questions for your child.
Logic riddles for the little ones
For kids preschool age you can take into account the following riddles:
There were three apples on a birch, and five pears on a poplar, how many fruits are there on these trees?
(None, no fruits grow on birch and poplar)
How can you find a black cat in a dark room?
(Turn on the light)
What will a red handkerchief with white embroidery look like if it is lowered into the Black Sea?
What cannot be eaten for lunch?
(Breakfast and dinner)
What will happen next year with a dog that turns five years old?
(She will be six years old)
Whose hair won't get wet in the pouring rain?
(Bald man)
How to say more correctly: you can't see the white yolk or don't see the white yolk?
(No, the yolk is never white)
A duck standing on one leg weighs three kilograms, how much the same duck will weigh if it stands on two legs.
(3 kilograms)
Two eggs boil for 4 minutes, how long will ten eggs boil?
(4 minutes)
A cat is resting near the bench. And the tail, and the eyes, and the mustache - everything is like a cat, but this is not a cat. Who is resting near the bench?
Guess what goes missing if you eat a bagel?
How can you light a match when you are underwater?
(You can if you are in a submarine)
30 candles were lit in the hall. Entering the room, a person extinguished 15 of them. How many candles are left in the hall?
(30 candles left, extinguished candles are still in the room)
The house has an uneven roof. One side is omitted more, the other less. The rooster sat on the top of the roof and laid an egg, which way will it roll?
(Will not roll anywhere, the cock does not lay eggs)
What tree does the fox hide under during the rain?
(Under wet)
In which fields does not a single plant grow?
(On the brim of the hat)
Such complex logic puzzles for the little ones will cause a whirlpool of emotions and interest. The most important thing is to give your child hints so that they can find the right answer.
Hard riddles with a trick for schoolchildren
For school-age children, the questions can be even more difficult. Very complex ones can be as follows:
You're in a running competition. When you overtook the one who ran last, what did you become?
(This cannot be, because the last runner cannot be overtaken, because he is the last and there cannot be someone else behind him)
Three car owners had a brother, Alyosha. But Alyosha did not have a single brother, how is this possible?
(Perhaps if Alyosha had sisters)
How will you be in a row if you overtake the second in line runner?
(Many will answer first, but this is wrong, because overtaking the second runner, the person will become the second)
Such complex riddles with a trick will certainly appeal to schoolchildren. After thinking about the answer, it will be easy to voice it.
Adult riddles with a trick
Sometimes adults are like children. Therefore, they will also like very difficult riddles. People over school age can be asked the following logical questions:
There is a tram with five passengers. At the first stop, two passengers got off, four entered. At the next stop, no one got out, ten passengers entered. At another station, five passengers entered, one left. On the next - seven came out, eight people entered. When there was one more stop, five got out and no one came in. How many stops did the tram have in total?
(The answer to this riddle is not so important. The bottom line is that all participants are likely to count the number of passengers and hardly anyone will decide to count stops)
The doorbell rings. You know that your relatives are behind her. There's champagne in your fridge cold water and juice. What will you discover first?
(Door, because guests must first be allowed into the apartment)
A healthy person who is not sick, does not have a disability and who has everything in order with his legs is carried out of the hospital in his arms. Who is this?
(Newborn child)
You entered the room. It contains five cats, four dogs, three parrots, two guinea pigs and a giraffe. How many feet are on the floor in the room?
(There are two legs on the floor. Animals have paws, legs only in humans)
Three prisoners, unknowingly, planned to escape from prison. The prison was surrounded by a river. When the first prisoner escaped, he was attacked by a shark and ate him. So the first of the fleeing people died. When the second inmate attempted a disaster, the sentries noticed him and dragged him by the hair to the territory of the prison, where he was shot. The third prisoner escaped normally and was never seen again. What's wrong with this story?
(There are no sharks in the river, the prisoner could not be pulled by the hair, because they are shaved bald)
Such riddles will appeal to adult participants of the event.
How to motivate your child to participate in a developmental activity
It is clear that children definitely need motivation in order for participation in the game to be gambling and desirable. It is enough just to promise the child some kind of present and, of course, give it at the end of the game.
