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Pick what you want, print the page. The answer key comes with it, on its own sheet, and it tells you the mistake behind every wrong choice — not just which letter is right.
20 on the sheet, 152 match these filtersReshuffleStart overseed 2
This exact URL always produces this exact sheet — bookmark it and the answer key will still match next term. Print with your browser; the controls and the site navigation are left off the page.
Name: ______________________Date: ____________20 questions · 82 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.A bag of flour holds 2.5 kg. 1750 g are used. How many grams are left?[3]
3.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]
4.Bo has 24 marbles and gives a third of them to Ana. How many more marbles does Bo have than Ana now?[3]
5.A cat walks 3 m north, then 4 m east, then 3 m south. How many metres is it now from where it started?[3]
6.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]
7.A sequence starts 4, 7, 10, 13 and continues in the same way. What is the 20th term?[4]
8.How many 2 by 2 squares fit on a 4 by 4 board, if they must line up with the grid?[4]
9.The mean of four numbers is 9. Three of them are 5, 8 and 12. What is the fourth?[4]
10.In a class of 30, 18 play football and 14 play chess. 6 play both. How many play neither?[4]
11.How many different four-letter arrangements can be made from the letters of the word MATH, using each letter once?[4]
12.A rectangle measures 30 cm by 0.4 m. What is its area in square centimetres?[4]
13.Four litres of a solution that is 25 percent acid are mixed with six litres of a solution that is 50 percent acid. What percentage of the mixture is acid?[4]
14.A drawer holds 10 red socks, 10 blue socks and 10 green socks, all mixed up in the dark. How many socks must you take out to be sure of having a matching pair?[5]
15.A and B are different digits. The two-digit number AB added to the two-digit number BA gives 132. What is A + B?[5]
16.The numbers 1 to 10 stand in a row. A move swaps two neighbours. After exactly 45 moves, can the row be back in its starting order?[5]
17.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]
18.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]
19.A code uses the letters A, B and C, each exactly once. How many codes do not start with A?[5]
20.A drawer holds 12 red socks, 10 blue socks and 8 green socks, all mixed up. You take socks out one at a time in the dark. What is the smallest number of socks you must take to be certain of having three of the same colour?[5]
Kangaroo Atlas · https://kangaroo-atlas.vercel.app · seed 2 · 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 — 750KA-0113Unit conversion
3.B — 280KA-0114Money and change
4.B — 8KA-0119Find what is actually being asked
5.C — 4KA-0120Draw the diagram
6.C — 16KA-0019Multi-step arithmetic word problems
7.C — 61KA-0030Arithmetic sequences and the nth term
8.D — 9KA-0046Counting by position (sliding window)
9.C — 11KA-0066Means, and working backwards from a mean
10.B — 4KA-0069Inclusion–exclusion with two sets
11.D — 24KA-0073Arrangements of a few objects
12.D — 1200KA-0128Check units and re-read before bubbling
13.A — 40 percentKA-0165Mixtures and weighted averages
14.C — 4KA-0040The pigeonhole principle
15.D — 12KA-0060Operation puzzles and cryptarithms
16.D — No, because the number of moves is oddKA-0097Parity arguments
17.D — 8KA-0134Paper folding and hole punching
18.C — 14KA-0139Dice and cube face relationships
19.C — 4KA-0140The multiplication principle
20.B — 7KA-0157The pigeonhole principle