2017 Ecolier Test | Test and Chat

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2017 Ecolier (Grade 3 - 4)

Questions: 24 | Answered: 0

Q1. Which one of the domino piece’s A to E has to be placed in betw een the shown pieces, so that both calculations are correct?

3 points

ABCDE

Question 1

Q2. If John looks out the window he can see half of the kangaroos in the park. How many kangaroos in total are there in the park?

3 points

ABCDE

Question 2

Q3. Two square sheets are made up of see‐ through and black little squares. Both are placed on top of each other onto the sheet in the middle. Which shape can then still be seen?

3 points

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Question 3

Q4. The left picture rotated. The right picture shows the new position after the rotation. Which footprints are missing after the rotation?

3 points

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Question 4

Q5. How many white squares need to be coloured in black, so that t here are exactly twice as many white squares as there are black squares?

3 points

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Question 5

Q6. Which number is hidden behind the panda?

3 points

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Question 6

Q7. The following picture shows a necklace with six pearls: Which of the following diagrams shows the same necklace?

3 points

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Question 7

Q8. This picture shows you Anna’s house from the front: At the back it has three windows but no door. Which picture shows Anna’s house from the back?

3 points

ABCDE

Question 8

Q9. Every box shows the result of the addition of the numbers on t he very left and on the very top (for example: 6 + 2 = 8). Which number is written behi nd the question mark?

4 points

ABCDE

Question 9

Q10. Four apples and one pear weigh as much as three pears. What is therefore correct?

4 points

ABCDE

Question 10

Q11. Balloons are sold in packages of 5, 10 or 25 pieces each. Mari us buys exactly 70 balloons. What is the minimum number of packages he has to buy?

4 points

ABCDE

Question 11

Q12. Bob folds a piece of paper, then punches a hole into the paper and unfolds it again. The unfolded paper then looks like this: Along which dotted line has Bob folded the paper beforehand?

4 points

ABCDE

Question 12

Q13. 13 children registered for a competition. Then another 19 join ed. Six equally big teams are needed for the competition. How many more children are needed, so that six equally big tea ms can be formed?

4 points

ABCDE

Question 13

Q14. Ben wants to cut out two identi cal pieces out of the 4 x 3 gri d. For which of the following shapes can he not achieve that?

4 points

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Question 14

Q15. David has a stove with two hobs on which he wants to prepare fi ve different dishes. The dishes need 40 min, 15 min, 35 min, 10 min and 45 min until they are fully cooked. He wants to spend as little time in the kitchen as possible bu t is only allowed to take dishes off the hob when they are fully cooked. How long does he need for the preparation?

4 points

ABCDE

Question 15

Q16. Which number must be written into the circle with the question mark so that the calculation is correct?

4 points

ABCDE

Question 16

Q17. Max builds this construction us ing some small equally big cube s. If he looks at his construction from above, the plan on the ri ght tells the number of cubes in every tower. How big is the sum of the numbers covered by the two hearts?

5 points

ABCDE

Question 17

Q18. Georg starts his training at 5 o’clock in the afternoon. It tak es him 5 minutes to get to the bus stop. The bus journey takes 15 minute s. Then he has to walk for 5 minutes to get to the pitch. The bus comes at 6 o’clock in the morning for the first time and then every 10 minutes. What is the latest possible time he has to leave the house in order to be at the pitch on time?

5 points

ABCDE

Question 18

Q19. Four brothers have eaten 11 biscuits altogether. Everyone has eaten at least one biscuit but all of them have eaten a different amount of biscuits. Three of the brothers ate 9 bis cuits altogether, where one of them got exactly 3 biscuits. How many biscuits did the boy who had the most biscuits eat?

5 points

ABCDE

Question 19

Q20. A number is written into every square of a 4 x 4 table. Mary is looking for the 2 x 2 ta ble where the sum of the four numbers is greatest. How big is this sum?

5 points

ABCDE

Question 20

Q21. Five boys share 10 bags of marble s between themselves. Everyone gets exactly two bags: Alex gets 5 marbles, Bob 7, Charles 9 and Dennis 15. Eric gets the two bags that are left over. How many marbles does he get?

5 points

ABCDE

Question 21

Q22. A small zoo has a giraffe, an elephant, a lion and a turtle. Susi wants to visit exactly two of the animals today but does not want to start with the lion. How many different possibilities does she have, to visit the t wo animals one after the other?

5 points

ABCDE

Question 22

Q23. Kate has four flowers, which have 6, 7, 8 and 11 petals respec tively. She now tears off one petal from each of three different flower s. She repeats this until it is no longer possible to tear off one pet al from each of three different flowers. What is the minimum number of petals left over?

5 points

ABCDE

Question 23

Q24. Leonie has hidden a Smiley behind some of the grey boxes. The n umbers state how many Smileys there are in the neighbouring boxes. Two boxes are neighbouring if they have one side or one corner in common. How many Smileys has Leonie hidden?

5 points

ABCDE

Question 24

2017 Ecolier Test | Test and Chat