2010 Ecolier Test | Test and Chat

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2010 Ecolier (Grade 3 - 4)

Questions: 24 | Answered: 0

Q1. In the picture on the right you see a map. In the middle a piece is missing. The cat should be able to reach the milk, and the mouse the cheese, but the cat and the mouse must not meet each other. What should the piece in the middle look like?

3 points

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Question 1

Q2. A 40 minute long lesson began at 11:50 hours. Exactly in the middle of the lesson a bird flew into the classroom. At what time did this happen?

3 points

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Question 2

Q3. Which square contains 3 quadril aterals, 3 circles and 4 hearts?

3 points

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Question 3

Q4. In a cafe the soup costs € 4, the main cour se € 9 and the dessert € 5. The three courses when ordered together cost € 15. How many Euro ’s cheaper is this, than ordering the same three courses separately?

3 points

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Question 4

Q5. Six coins build a triangle (see picture). What is the smallest number of coins that must be moved to create the circle?

3 points

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Question 5

Q6. Four friends each eat some icecream. Mike eats more than Franz, Jaroslav eats more than Veit and Jaroslav eats less than Franz. Put the friends in order according to how much icecream they have eaten. Be gin with the largest amount.

3 points

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Question 6

Q7. I have tiles that look like this... Which pattern can I not create with them?

3 points

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Question 7

Q8. Eva is a centipede with exactly 100 feet. Yesterday she bought 16 pairs of shoes and wore them straight away. Even so she still had 14 feet with no shoes. On how many feet did she already wear shoes before going shopping yesterday?

3 points

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Question 8

Q9. Given that ▲ + ▲ + 6 = ▲ + ▲ + ▲ + ▲ . Which number should replace ▲ ?

4 points

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Question 9

Q10. Maria folds a square piece of pape r in such a way that the kangaroos exactly overlap each other. Along how many of the lines shown is this possible?

4 points

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Question 10

Q11. Matthias and Klara live in a tower bloc k. Klara lives 12 floors above Matthias. One day Matthias climbs the staircase to visit Klara. Wh en halfway he is on the 8th floor. On which floor does Klara live?

4 points

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Question 11

Q12. A large cube is made from 64 small cubes. The 5 visible faces of the large cube are green, the bottom face is red. How many of the small cubes have 3 green faces?

4 points

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Question 12

Q13. Kangi walks directly from the zoo to sc hool (Schule) and count s the flowers along the way. Which of the following number s can he not obtain this way? Zoo Schule

4 points

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Question 13

Q14. A ferry boat can transport, in one journey, ei ther 10 cars or 6 lorr ies. Yesterday the boat crossed the river 5 times. It was always fully loaded and transported a total of 42 vehicles. How many of these were cars?

4 points

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Question 14

Q15. Hans began a chain-email. He sent an e-mail to his friend Peter, who sent it on to 2 more people. Each person that receives the e-mail sh ould send it to 2 more people. After 3 rounds

4 points

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Question 15

Q16. On the playground some children measure the length of the playground with their strides. Anni makes 15 Strides, Betty 17, Denis 12 und Ivo 14. Who has th e longest stride?

4 points

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Question 16

Q17. 19 20 21 22 23 24 Information über den Känguruwettbewerb: www.kaenguru.at Wenn Du mehr in dieser Richtu ng machen möchtest, gibt es die Österreichische Mathema tikolympiade; Infos unter: www.oemo.at

5 points

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Question 17

Q18. The number 60 × 60 × 24 × 7 is the same as

5 points

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Question 18

Q19. Two years ago the cats Tim and Tom were together 15 years old. Now Tom is 13 years old. In how many years will Tim be 9 years old?

5 points

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Question 19

Q20. Kamilla wrote down all of the numbers from 1- 100 one after the other in a table with 5 columns. A part of the table is shown. Her brother cut out a piece of the tabl e and erased some of the numbers. Which of the following could this piece have been?

5 points

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Question 20

Q21. The teacher said „in our school library there are roughl y 2010 books.“ The pupils then guessed exactly how many there are. Artur gue sses 2010, Beate 1998 und Carlos 2015. They are wrong by 12, 7 and 5, but not in this or der. How many books are in the library?

5 points

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Question 21

Q22. lines are drawn on a piece of paper and some of the lines are given numbers. The paper is cut along some of these lines and then folded as shown in the picture. What is the total of the numbers on the lines that were cut?

5 points

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Question 22

Q23. Andrew, Stefan, Robert and Marko meet eac h other at a concert in Zagreb. They come from different cities: Paris, Dubrovnik, Rome a nd Berlin (not necessarily in this order) - Andrew and the friend from Berlin arrive firs t in Zagreb. Neither of the two have been to Paris or Rome - Robert is not from Berlin, but he arrives with the friend from Paris. - Marko and the friend from Paris enjoyed the concert very much. From which city does Marko come?

5 points

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Question 23

Q24. Berti’s friends add together the day and th e month of their birthda ys. They each get the answer 35, but no two have the same birthday. Wh at is the maximum number of friends Berti has?

5 points

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Question 24

2010 Ecolier Test | Test and Chat