Главная 7 Aquarium fish 7 Riddle of Einstein about fish

# Riddle of Einstein about fish

maintenance, care, compatibility

## How to solve the riddle of Einstein :: solving the riddle of Einstein about home :: Hobbies and entertainment :: Other

Every person has a logical mindset. However, not all people can use it to the full.

In some, it is more developed, in others – less. But logical thinking can be trained through tasks.

Riddle Einstein is one of the most popular. It is rather difficult to solve it in mind, but having made a table, it noticeably loses in complexity.

The question “how to recognize a chip prefix or not” – 1 answer

1. Recall the essence of the problem. On the same street there are 5 houses of different colors, people of different nationalities live in them. They all drink different drinks, smoke different brands of cigarettes and breed different animals.

Question: who grows fish?
It is known that:
1. The Norwegian lives in the first house.
2. The Englishman lives in the red house.
3. The green house is directly to the left of the white.
4. Dane drinking tea.
5. The one who smokes Rothmans, lives next to the one who grows cats.
6. Whoever lives in a yellow house smokes Dunhill.
7. German smokes Marlboro.
8. He who lives in the center drinks milk.
9. The neighbor of the person who smokes Rothmans drinks water.
10. The one who smokes Pall Mall, grows birds.
11. The Swede is breeding dogs.
12. Norwegian lives next to the blue house.
13.The one who grows horses lives in a blue house.
14. The one who smokes Philip Morris, drinks beer.
15. In the green house they drink coffee.
Draw a table. List all the signs of houses and their numbers.

2. Fill in the table. Let’s start with the simple. So the Norwegian lives in the first house (1), which is next to the blue (12).

Consequently, the house number 2 is blue. The owner of the central house, i.e. No. 3, drinking milk (8). Horses are raised in the blue house (13).

Now, logically speaking, you can fill in the rest of the table.

3. The easiest way to start is with the line “house color”. According to the condition of the problem, the green house is directly to the left of the white (3). This house can be number 3 or number 4.

Green can not be the first house, because to his left is blue. We also know that in the green house they drink coffee (15), and in house No. 3 they drink milk. So, the green house – №4, respectively, the house №5 – white.

We learn the colors of the remaining two houses. It is known that an Englishman lives in a red house (2). In the first – the Norwegian, then the Englishman lives in the house number 3 and its color is red.

Consequently, the first house is yellow, its owner smokes Dunhill (6).

4. Now we will find out which drinks are preferred by these people. The easiest way to determine what the Norwegian drinks. We know that in the third house they drink milk, and in green coffee.

Dane drinking tea (4). Philip Morris smoker drinks beer (14), but Dunhill smokes Norwegian.

From what we conclude that he drinks water.

5. Go ahead. Find out who lives in the blue house. His master smokes Rothmans and breeds horses.

This is not a Norwegian or an Englishman. The Swede also cannot live in this house because he breeds dogs.

Not German, as he smokes Marlboro. So this is a Dane and he drinks tea (4).
The one who lives in the white house and smokes Philip Morris drinks beer (14).

Einstein“gif; base64, R0lGODdhAQABAIAAAP /// wAAACwAAAAAAQABAAACAkQBADs =” data-src = “http://src.akva-rybka.ru/zagadka-jejnshtejna-kto-vyrashhivaet-rybok_5 jinshtejna-kto-vyrashhivaet-rybok_5 jinshtejna-kto-vyrashhivaet-rybok_5 jenshtejna-kto-vyrashhivaet-rybok_5 jinshtejna-kto-vyrashhíaet-rybok_5 h jenshtejna-kto-vyrashhyaet-rybok_5 5 j jinshtejna-kto-vyrashhaet-rybok_5 j jinshtejna-kto-vyrashhaet-rybok_5.

6. We do not know the owners of houses number 4 and number 5. A German cannot live in a white house, as he smokes Marlboro.

This means that the Swede lives in a white house and breeds dogs (11), and the German lives in green.

Einstein“gif; base64, R0lGODdhAQABAIAAAP /// wAAACwAAAAAAQABAAACAkQBADs =” data-src = “http://src.akva-rybka.ru/zagadka-jejnshtejna-kto-vyrashhivaet-rybok_6 jinshtejna-kto-vyrashhivaet-rybok_6 _ jinshtejna-kto-vyrashhivaet-rybok_6 jinshtejna-kto-vyrashhivaet-rybok_6 _ j jenshtejna-kto-vyrashhivaet-rybok_6 j jinshtejna-kto-vyrashhyaet-rybok_6 1. jynshtejna-kto-vyrashhyaet-rybok_6, j

7. From the table it can be seen that the remaining brand of cigarettes (Pall Mall) is smoked by an Englishman and he also breeds birds (10). Norwegian, on the basis of paragraph 5, grows cats.

We still have one who breeds fish – this is a German.

8. Problem solved.
What seems insoluble at first glance turns out to be simple on closer examination.
Logical puzzles are not just fun fun, it’s a warm-up for the brain.

Argued that the famous logical problem Einstein about 5 foreigners can solve only 2% of the world’s population. In part, this is true, because it is impossible for an average person to operate in his mind with a task that includes twenty-five concepts.

But there are more simple and understandable ways to solve this cunning mystery of the great physicist.

1. Draw on a sheet of paper a table consisting of 6 rows and 6 columns. Enter the known conditions in the columns: house, color, nationality, drink, cigarettes and animal.

In the row “home” fill all columns with numbers from 1 to 5. Record all these conditions in a table.

2. If the Norwegian lives in the first house, it means that the second house is blue. Think what color the first house? He is not red, because an Englishman lives in red.

It is not green and not white, as the houses of these flowers are conditionally nearby. So the first house is yellow, and therefore, Dunhill is smoked in the first house, and the horse is kept in the second house.

3. What does a Norwegian drink (who lives in the first, yellow house and smokes “Dunhill”)? Tea, coffee, beer and milk disappear, because they do not fit under the proposed conditions.

It turns out that the Norwegian drink is water.

4. According to the condition, in the second, blue house, “Marlboro” is smoked and the horse is held. What nationality is this person?

He is not a Norwegian (first house), not an Englishman (red house), not a Swede (his animal is a dog), and not German (Rothmans cigarettes). So in the second house lives a Dane, who drinks tea.

5. Since they drink coffee in a green house, it cannot be the third. Fifth, he also can not be, because to his right there is a house.

So, the green house is the fourth. Consequently, the red house is the third (an Englishman lives in it), and the white house is the fifth.

By the method of exclusion in the white house they drink beer and smoke Winfield.

6. Where does a German live? He smokes “Rothmans” and therefore can only live in the fourth, green house.

And the man who smokes Pall Mall and breeds birds lives in the third, red house, and this is an Englishman. Swede with a dog, it turns out, live in the fifth house. The cat lives in the first or third house, but the third house already has birds, which means the cat is in the first house.

Thus, the answer to the problem is that the fish are bred by a German.

There lived an uncle without a wife and without children, And he was ready for a lot of wonderful pranks. He indicated in the testament a fad, What would get the most would be the one who guessed Einstein’s riddle about houses and people, About who lived in them, drank and what He had And a competition was organized among the servants and among his relatives They all competed together And he answered the question first.

Einstein’s riddle is a well-known logical problem, according to legend, created by Albert Einstein during his childhood. Also, there is an opinion that she If we assume that the first house is on the far right, we get a slightly different situation, but the same answer.

There lived an uncle without a wife and without children, And he was ready for many wonderful plots. He pointed out the testament, What the one who guessed Einstein about the houses and people would receive most, About who lived in them.

x

## Barbus Sumatransky (Puntius tetrazona) – content, breeding

Barbus of Sumatran (Puntigrus tetrazona) BLEEKER, 1855. Despite the fact that the peak of hobby ...

## Carnegiella Marble (Carnegiella strigata) – content, breeding

Carnegiella marble (Carnegiella strigata) GUNTHER, 1864 Since 1909, the species C. strigata (which at the ...

## Neon blue (Paracheirodon innesi) – content, breeding

Neon blue or ordinary (Paracheirodon innesi) Myers, 1936. Refers to the order Cyprinids (Cypriniformes), sub-order ...

## Ternesia (Gymnocorymbus ternetzi) – content, breeding

Ternesia (Gymnocorymbus ternetzi) Boulenger, 1895.Family characide (Characidae). Inhabit the basins of the river Paraguay and ...

## Chickens (Betta) – types, description, content, breeding

Family Belontidae (Belontidae). Indochina and Malacca peninsulas, Kalimantan islands, Sumatra and Java inhabit the area. ...

## Black Barbus (Puntius nigrofasciatus) – content, breeding

Black Barbus (Pethia nigrofasciata / Puntius / Barbus nigrofasciatus) Gunther / Gunter, 1868, introduced to ...

## Blades (Gasteropelecidae) – types, content, breeding

Blades – family Wedge Brute (Gasteropelecidae) The family Gasteropeletsid includes three genera: Carnigiela (Carnegiella), Gasteropelekusov ...

## Piranhas (Pygocentrus) – types, description, content, breeding

Piranhas (Pygocentrus) Muller Troschel, 1844 Piranha from Guarani means “evil fish.” Detachment: Characteristic (Characiformes).Family: Characteristic ...

## Tetra Amanda (Hyphessobrycon amandae) – content, breeding

Tetra Amanda (Hyphessobrycon amandae) GÉRY UJ, 1987. Hifessobrikon: from ancient Greek (hyphesson), which means “smaller ...

Aterina Ladigezi, Sunshine or Telmatherin Ladigez is a small but spectacular fish with an attractive ...

## Bolivian butterfly (Microgeophagus altispinosa) – keeping, breeding

There are many names of synonyms: Altispinoza Apistogram, Bolivian papiliochromis, Chromis Butterfly, Bolivian Apistogram. The ...

## Wedge specks – types, description, content, breeding

Wedge specksRod Trigonostigma These fish are easily identified by their high, flattened laterally torso and ...

## Platydoras striped (Platydoras armatulus) – content, breeding

Platydoras striped (Platydoras armatulus) Valenciennes in cuvier Valenciennes, 1840 Platydoras: Platys = wide; doras = ...

## Tetra Diamond (Moenkhausia pittieri) – content, breeding

Diamond Tetra (Moenkhausia pittieri) Eigenmann, 1920. Tetra Brillintovaya or Almaznaya is one of the most ...

## Iris Turquoise (Melanotaenia lacustris) – content, breeding

Iridescent Turquoise or Lake (Melanotaenia lacustris) Munro, 1964. Iridescent Turquoise is considered the most beautiful ...

## Botia dario (Botia dario) – description, content, breeding

Botia Dario (Botia dario) HAMILTON, 1822. Botsiya Dario – a very bright and beautiful fish ...

## Coliseum striped (Colisa fasciata) – content, breeding

Coliseum striped (Colisa fasciata) The coliza of the Belontev family is striped with a variety ...

## Polypterus Senegalese (Polypterus senegalus) – content, breeding

Polypterus Senegalese (Polypterus senegalus) – one of the most unusual freshwater fish. It is not ...

## Tetra Kerry (Inpaichthys kerri) – content, breeding

Kerry or False Royal Tetra (Inpaichthys kerri) Gery Junk, 1977 Other names: Tetra Kerry, Violet ...

## Botsiya dwarf (Yunnanilus cruciatus) – content, breeding

Botsiya dwarf striped (Yunnanilus cruciatus) Striped was first described in 1944. Names are synonyms: Yunnanilus ...