Try to count how many eggs are laid in this tray, simple math and a little imagination.

It is important to regularly give your brain a load in the form of a variety of tasks, so as not to stop developing, but to continue moving forward. And even tricky tasks from the school curriculum can be useful for an adult. Therefore, it is not difficult to find a lot of interesting things that parents can decide to race with their own children. And the winner in such a competition is not always obvious.



Today's edition. "Site" suggestive logicIt can also be used by adults. Check how easily you can handle such tasks. Find all the answers and remember to check our decisions in the second part of the article.

Logic Tasks for Children

1. First, try to understand the amazing examples where instead of numbers we see ducks, cows and carrots. Can you find patterns and figure out what the numbers should be? After all, otherwise it will not be possible to find what three carrots are equal to, painted in the most prominent place.
   
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2. The second problem is similar to the previous one, because it retains the same principle. It’s a bit more complicated because there are more examples. And there are all sorts of pitfalls that you can't look at. How to solve the last example in the picture?
   
   
   
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3. Finally, you just need to count how many chicken eggs the thrifty hostess managed to collect. They all fit in one cardboard tray. However, the eggs are folded in the form of a pyramid, so there are clearly more of them than usually such a package holds. Can you count it right?
   
   
   
   

Tips and solutions

1. First you need to deal with ducks, and for this we will analyze the first example. We immediately understand that there is an integer behind the duck, but less than 5. I think we are talking about the four. And really 4 + 4 + 4 × 4 = 8 + 16 = 24. In the second example, we see two ducks together (4 + 4). And so behind the cow is 38 – (4 + 4) = 38 – 8 = 30. Then the carrots should be 42 – 30 – 4 = 12 – 4 = 8.
   
   
   
   
   
   
2. Immediately we find that behind one cup hides: 30 ÷ 3 = 10. In the second example, five spoons add up to 35. Then one spoon is 35 ÷ 5 = 7. Now look at the third example. Behind the button is 21 – 10 – 7 = 4. And if the button with four holes is 4, then the button with two holes is 2. The last example is 10 + 7 × 2 = 10 + 14 = 24.
3. Apparently, the chicken eggs here are stacked in four floors. On the first floor 4 rows of 4 eggs, on the second - 3 rows of 3 eggs, on the third - 2 rows of 2 eggs. There is only one chicken egg on the top floor. Then you just need to add all these values. So 4 × 4 + 3 × 3 + 2 × 2 + 1 = 16 + 9 + 4 + 1 = 30 chicken eggs.
   
   
   
   

What are your solutions and answers? Share your thoughts, because it is possible that we may have made mistakes in the calculations somewhere. Also solve tricky math examples from school. And also deal with children's puzzles that can puzzle any adult.