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IKMC 2027 - Grades 1-2 - Self-study SET 16 - Thematic Batch 3

Question 1

Which picture has twice as many carrots as pears and half as many carrots as apples?
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Question 2

The Kangaroo mathematics competition is held in March each year. According to this question, 2017 is its 20th year. In which year was it first held?

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  1. 1987
  2. 1996
  3. 1997
  4. 1998
  5. 2007

Question 3

Tom and John’s ages add to 23; John and Alex’s ages add to 24; Tom and Alex’s ages add to 25. How old is the oldest person?

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  1. 10
  2. 11
  3. 12
  4. 13
  5. 14

Question 4

Worker bees paint the sides of a regular hexagonal cell red, green and orange, with adjacent sides in different colours. Three sides have already been painted as shown. In how many ways can they paint the remaining three sides?

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  1. 1
  2. 2
  3. 3
  4. 4
  5. 5

Question 5

Nam creates a code in which the letters of MATEMATICA are written as follows:
M A T E M A T I C A
13 7 8 25 13 7 8 2 6 7
How is MAMAITA written in this code?

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  1. 1 328 713
  2. 137 287
  3. 137 137 287
  4. 713 713 267
  5. 825137267

Question 6

Mother Kangaroo and her son Jumper weigh 60 kg altogether. Mother Kangaroo weighs 52 kg. How much does Jumper weigh?

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  1. 2 kg
  2. 4 kg
  3. 8 kg
  4. 30 kg
  5. 46 kg

Question 7

Which 2 of the 5 gates must be closed so that the mouse cannot reach the cheese?

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  1. 1 and 2
  2. 2 and 3
  3. 3 and 4
  4. 3 and 5
  5. 4 and 5

Question 8

In a game, fruit can be exchanged according to the diagram. Peter has 4 pineapples Question illustration. How many cherries Question illustration does he receive if he exchanges all his pineapples for cherries only?

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  1. 42
  2. 44
  3. 46
  4. 48
  5. 50

Question 9

Emilia makes circular rings and links them together as shown. Which picture shows this chain when viewed from the left?

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  5. None of these pictures

Question 10

Inside how many circles is the asterisk *?

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  1. 1
  2. 2
  3. 3
  4. 4
  5. 0

Question 11

Given:
○ + □ + ○ + □ + ○ =16
○ + □ =7
Find □ − ○.

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  1. 2
  2. 3
  3. 4
  4. 5
  5. 6

Question 12

Mi repeatedly arranges 4 stickers in a fixed order. The picture shows the first 5 stickers. Which sticker is seventh?

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Question 13

Ken has a 3-by-3 square containing the symbols shown. Which piece can be cut from Ken’s square?

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Question 14

Mai overlaps 4-pointed stars to make the picture below. How many stars does she use?

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  1. 5
  2. 6
  3. 7
  4. 8
  5. 9

Question 15

Mai makes digits with matches as shown. How many matches are needed altogether to make 2014?

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  1. 15
  2. 16
  3. 17
  4. 18
  5. 19

Question 16

Việt joins small squares to make the shape shown. What is the smallest number of additional small squares needed to make a larger square?

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  1. 6
  2. 8
  3. 9
  4. 10
  5. 12

Question 17

Three squirrels, Brown Question illustration, Red Question illustration and Yellow Question illustration, collect chestnuts. Their starting positions are shown. Each always chooses the nearest remaining chestnut, then continues to the next nearest one. Which squirrels collect more than one chestnut? They start together and run at the same speed.

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  1. Brown
  2. Red
  3. Yellow
  4. Brown and Red
  5. Brown and Yellow

Question 18

Sơn has 2 yellow hexagons Question illustration, 3 green triangles Question illustration, 4 red trapeziums Question illustration and 2 blue parallelograms Question illustration. He uses all these pieces to make different animals. Which animal cannot be made?
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