Back to KangarooMath
2017 Felix (Grade 1 - 2)
Questions: 15 | Answered: 0
Q1. Ellen wants to decorate the butterfly using these 6 sti ckers Which butterfly can she make?
3 points
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Q2. Into how many pieces will the string be cut?
3 points
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Q3. How many blocks are missing in this igloo?
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Q4. This picture shows a bracelet with pearls. Which of the bands below show s the same bracelet as above?
3 points
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Q5. Four of the numbers 1, 3, 4, 5 and 7 are written into the box es so that the calculation is correct. Which number was not used?
3 points
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Q6. Jim and Ben are sitting in a ferris wheel (see picture on the r ight). The ferris wheel is turning. Now Ben is in the position where Jim was beforehand. Where is Jim now?
4 points
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Q7. Alfred turns his building block 10 times. The first three times can be seen in the picture. What is the final position of the building block?
4 points
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Q8. In which picture are there hal f as many circles as triangles and twice as many squares as triangles?
4 points
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Q9. Leo and Max are standing in a queue that is made up of 11 peop le in total. There are 7 people in front of Leo, Max stands directly behind him in the queue. How many people are behind Max?
4 points
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Q10. Old McDonald has a horse, two cows and three pigs. How many more cows does he need , so that exactly half of all h is animals are cows?
4 points
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Q11. Every box shows the result of the addition of the numbers on the very left and on the very top (for example: 5 + 7 = 12). Which number is written behind the star?
5 points
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Q12. Lisa has several sheets of const ruction paper like this and She wants to make 7 identical crowns: For that she cuts out the necessary parts. What is the minimum number of s heets of construction paper tha t she has to cut up?
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Q13. Simon has two identical tiles, whose front look like this: The back is white. Which pattern can he make with those two tiles?
5 points
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Q14. A kangaroo always does ten jumps within a minute. Then he has a three minute break. How many minutes does it need in order to do 50 jumps?
5 points
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Q15. Each one of the four keys locks exactly one padlock. Every let ter on a padlock stands for exactly one digit. Same letters mean same digits. Which letters must be written on the fourth padlock?
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