2.
A 40 minutes lesson started at 11:50. Exactly at the middle of the lesson, a bird flew into the classroom suddenly. When did that happen?
4.
In arestaurant, first course costs 4€, main course 9€ and dessert 5€. The Menu, which is first course + main course + dessert, costs 15€. Howmuch does someone save if he orders the Menu instead of the three separate courses?
5.
Six coins together from a triangleas shown. You have to move some coins in order to form a circle as you can see in the second picture. What is the minimum number of coins that have to be moved?
6.
Four friends were eating ice-cream:
- Markosate more than Fanis,
- Johnate more than Vasilis,
- Johnate less than Fanis.
Which list is the correct starting from one who ate the most to the one who ate the least?
8.
Centipede Eve has 100 feet. Yesterday, she bought and put on 16 pairs of new shoes. In spite of that, 14 of her feet are still bare. On how many feet did she have shoes before the shopping?
9.
4 points questions
Mary folded and unfolded a paper four times as indicated by drawings. How many times did it happen that the Kangourous coincide when the paper was folded?
10.
Mathew and Clara are living in a skyscraper. Clara is living 12 floors above Mathew. One day Mathew went by stairs to visit Clara. On the half of his way he was on the 8th floor. On which floor does Clara live?
11.
A larger cube is made out of 64 little white wooden equal-sized cubes. 5 sides of the larger cube are coloured green. How many cubes have 3 green sides?
12.
A ferry can take either 10 small cars or 6 lorries through the river at one time. On Wednesday, it crossed the river five times, it was full and transported 42 vehicles. How many small cars did the ferry transport?
13.
A square is divided into 4 smaller equal-sized squares. All the smaller squares are coloured green or blue. For example, all four colourings shown have the same colouring. How many different colouring sare possible?
14.
John starts a chainletter. He sends a letter to his mate Peter. Peter has to send the letter to 2 otherpeople. Everyone who receives this letter, has to send it also to 2 other people. After 2 rounds in total1 + 2 + 4 = 7 persons have received the letter. How many persons in total have received this letter after 4 rounds?
15.
Children were measuringthe length of asand playground by steps. Ana made 15 equal steps, Betty 17, Denis 12 and Ivo 14. Whose steps were the longest ones?
16.
If both rows have the same sum, what is the value of *?
| 1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
9 |
10 |
199 |
| 11 |
12 |
13 |
14 |
15 |
16 |
17 |
18 |
19 |
20 |
* |
17.
5 points questions
The product 60 · 60 · 24 · 7 equals:
18.
Every cell of the 4×4 table contains a playing card (their suits are shown in the picture). One lead allows switching the positions of any two cards. At least how many leads will be played so that each row and each column will contain all suits?
19.
Two years ago, the sum of the ages of two cats Tony and Tiny was 15 years. Now Tony is 13 years old. In how many years will Tiny reach the age of 9 years?
21.
The library of the school that Ana, Bea and Carlos attend has a large number of books. “There are approximately 2010 books” says the teacher and invites the three students to guess the exact number. Ana guesses 2010, Bea guesses 1998 and Carlos guesses 2015. The teacher says that the difference between the numbers they guessed and the exact value are 12, 7 and 5 but not in this same order. How many books are there in the library?
22.
Some segments are numbered 1 , 2, ..., 8 as shown in the picture. Anne cuts along four of them, in order to bend and form the figure below. What is the sum of the numbers of the segments that Anne has cut?
23.
Andrew, Stefan, Robert and Marko met at a concert in Zagreb. They came from different cities: Paris,Dubrovnik, Rome and Berlin. This is the following information about these people:
- Andrew and the boy from Berlin arrived in Zagreb early in the morning on the day of the concert. Neither of them has ever been to Paris or Rome.
- Robert is not from Berlin, but hearrived in Zagreb at the same time as the boy from Paris.
- Marko and the boy from Paris liked the concert very much.
Where did Marko come from?
24.
Each of Basil’s friends added the number of the day and the number of the month of his birthday and obtained 35. Their birthdays are all different. What is the maximum possible number of Basil’s friends?
