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30 on the sheet, 49 match these filtersReshuffleStart overseed 1
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Name: ______________________Date: ____________30 questions · 116 points
1.Toma spent 4 euros, then spent half of what was left, and now has 6 euros. How much did she start with?[3]
2.In the number 4073, what is the value of the digit 7?[3]
3.What is 1 + 2 + 3 + ... + 20?[3]
4.How many different two-digit numbers can be written using only the digits 1, 2 and 3, if a digit may be used twice?[3]
5.Which of these is true of every rectangle?[3]
6.A rectangle has a perimeter of 20 cm. One of its sides is 6 cm. What is its area in square centimetres?[3]
7.A pattern of tiles repeats: black, black, white. What colour is the 100th tile?[3]
8.Three notebooks cost 240 cents each. You pay with a 10 euro note. How many cents change do you get? One euro is 100 cents.[3]
9.Bo has 24 marbles and gives a third of them to Ana. How many more marbles does Bo have than Ana now?[3]
10.One minute is left. Three questions have no answer written and you cannot do any of them. Nothing is taken off for a wrong answer. What should you do?[3]
11.Nadia gave half her stickers to her brother, then 6 more to a friend. She has 9 left. How many stickers did she start with?[4]
12.The four-digit number 27_4 is divisible by 3. Which digit could go in the gap?[4]
13.On a standard die opposite faces add to 7. Two dice are stacked. The touching faces show 3 on the upper die and 5 on the lower. What number is on the bottom face?[4]
14.A pack of 24 pencils is shared equally among 4 children. Each child then gives 2 pencils to a teacher. How many pencils do the children have left altogether?[4]
15.How many 2 by 2 squares fit on a 4 by 4 board, if they must line up with the grid?[4]
16.In how many ways can 7 be written as the sum of two different whole numbers bigger than zero? Swapping the order does not make a new way.[4]
17.How many lines of symmetry does a regular hexagon have?[4]
18.A cube 3 units on each side is built from unit cubes and painted all over the outside. How many of the small cubes have no paint on them at all?[4]
19.Two apples balance three pears. One apple weighs 90 grams. How many grams does one pear weigh?[4]
20.Ana says: "Bo and I are both liars." Each child is either always truthful or always a liar. Who is telling the truth?[4]
21.All the red boxes are heavy. Box X is not heavy. What must be true?[4]
22.A staircase of blocks has 4 blocks in the first step, 7 in the second and 10 in the third. How many blocks are in the eighth step?[4]
23.There are 5 boxes with 12 pencils in each. 17 pencils are given away and the rest are shared equally between 2 children. How many does each child get?[4]
24.Twice a number, with 3 added, gives 17. Which of the choices is the number?[4]
25.How many two-digit numbers have digits that add up to 8?[5]
26.Ana says "Bo is lying." Bo says "Cal is lying." Cal says "Ana and Bo are both lying." How many of the three are telling the truth?[5]
27.A square sheet is folded in half, then in half again. Two holes are punched through all the layers. How many holes are there when it is unfolded?[5]
28.How many two-digit numbers have both of their digits odd?[5]
29.On a die, opposite faces add to 7. A die rests on a table with 3 on top. What do the four side faces add up to?[5]
30.A code uses the letters A, B and C, each exactly once. How many codes do not start with A?[5]
Math Kangaroo Star · https://kangaroo-atlas.vercel.app · seed 1 · CC BY-NC-SA 4.0 · Independent project, not affiliated with Math Kangaroo in USA, NFP.
Each wrong choice carries the thinking that produces it. When a student picks C, this is what they were doing.
1.C — 16KA-0050Working backwards
2.C — 70KA-0055Place value and digit positions
3.C — 210KA-0057Clever regrouping (pair to round numbers)
4.C — 9KA-0072Systematic listing
5.E — the two diagonals are the same lengthKA-0079Properties of triangles and quadrilaterals
6.B — 24KA-0083Perimeter and area of rectilinear shapes
7.A — blackKA-0108Repeating cycles and position mod n
8.B — 280KA-0114Money and change
9.B — 8KA-0119Find what is actually being asked
10.B — Write an answer for every one of themKA-0127Never leave a blank — there is no penalty
11.D — 30KA-0007Working backwards
12.B — 2KA-0011Divisibility rules: 2, 3, 4, 5, 9, 10
13.B — 2KA-0016Dice and cube face relationships
14.C — 16KA-0019Multi-step arithmetic word problems
15.D — 9KA-0046Counting by position (sliding window)
16.A — 3KA-0076Casework
17.D — 6KA-0085Line and rotational symmetry
18.B — 1KA-0089Building and counting with unit cubes
19.B — 60KA-0093Weighing and balance puzzles
20.B — Bo onlyKA-0096Truth-tellers and liars
21.B — Box X is not redKA-0099Reading a logical statement precisely
22.C — 25KA-0109Arithmetic sequences and the nth term
23.B — 21.5KA-0115Multi-step arithmetic word problems
24.B — 7KA-0131Back-solve from the answer choices
25.C — 8KA-0012Casework
26.B — 1KA-0017Truth-tellers and liars
27.D — 8KA-0134Paper folding and hole punching
28.C — 25KA-0135Digit-constraint puzzles
29.C — 14KA-0139Dice and cube face relationships
30.C — 4KA-0140The multiplication principle