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30 on the sheet, 152 match these filtersReshuffleStart overseed 4
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Name: ______________________Date: ____________30 questions · 118 points
1.Sam has only 2-cent and 5-cent coins. What is the largest amount under 15 cents that he cannot make exactly?[3]
2.Today is Tuesday. What day of the week will it be in 100 days?[3]
3.A rope is 3.5 metres long. A second rope is 240 centimetres long. How much longer is the first rope, in centimetres?[3]
4.One bus leaves every 12 minutes and another every 18 minutes. They leave together at 9:00. When do they next leave together?[3]
5.In the number 4073, what is the value of the digit 7?[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 cat walks 3 m north, then 4 m east, then 3 m south. How many metres is it now from where it started?[3]
8.Suppose it is true that some birds cannot fly. Which of these must also be true?[3]
9.What is the remainder when 2 to the power 50 is divided by 7?[3]
10.The four-digit number 27_4 is divisible by 3. Which digit could go in the gap?[4]
11.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]
12.A sequence starts 4, 7, 10, 13 and continues in the same way. What is the 20th term?[4]
13.A photograph is enlarged so that each side becomes 3 times as long. How many times bigger is its area?[4]
14.The mean of four numbers is 9. Three of them are 5, 8 and 12. What is the fourth?[4]
15.Ana says: "Bo and I are both liars." Each child is either always truthful or always a liar. Who is telling the truth?[4]
16.Cards numbered 1 to 10 lie face up. You take any six of them. Must two of your cards add up to 11?[4]
17.A sequence starts at 3. Each term after that is double the one before it, minus 1. What is the sixth term?[4]
18.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]
19.A mother is 32 and her child is 8. In how many years will the mother be exactly three times as old as the child?[4]
20.A rectangle has an area of 36 and sides that are whole numbers. Which of these could NOT be its perimeter?[4]
21.A club has 8 members. In how many ways can a group of 3 be chosen to attend a conference, if the three places are all the same?[4]
22.A committee of 4 must be formed from 5 boys and 4 girls, and it must contain exactly 2 boys and 2 girls. How many different committees are possible?[4]
23.A driver travels from one town to another at an average of 60 km/h and returns along the same road at an average of 40 km/h. What is the average speed for the whole journey?[4]
24.How many two-digit numbers have digits that add up to 8?[5]
25.What is the units digit of 7 multiplied by itself 2026 times, that is 7 to the power 2026?[5]
26.A number is 4 more than a third of itself. Which of the choices is that number?[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.Four children stand in a line. Ana is not first. Bo stands directly behind Ana. Cal is last. Who is first?[5]
29.A jug holds 900 ml of juice. A third is poured out, then 150 ml is added. How many millilitres are in the jug?[5]
30.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]
Math Kangaroo Star · https://kangaroo-atlas.vercel.app · seed 4 · 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.B — 3 centsKA-0010Money and change
2.D — ThursdayKA-0021Remainders and modular cycles
3.C — 110KA-0029Unit conversion
4.C — 9:36KA-0041Factors, multiples, LCM and GCD by listing
5.C — 70KA-0055Place value and digit positions
6.B — 24KA-0083Perimeter and area of rectilinear shapes
7.C — 4KA-0120Draw the diagram
8.E — Not all birds can flyKA-0146Reading a logical statement precisely
9.C — 4KA-0161Remainders and modular cycles
10.B — 2KA-0011Divisibility rules: 2, 3, 4, 5, 9, 10
11.C — 16KA-0019Multi-step arithmetic word problems
12.C — 61KA-0030Arithmetic sequences and the nth term
13.C — 9 timesKA-0042Scaling and similar figures
14.C — 11KA-0066Means, and working backwards from a mean
15.B — Bo onlyKA-0096Truth-tellers and liars
16.A — Yes, alwaysKA-0102Informal proof by contradiction
17.C — 65KA-0103Recursive rules
18.C — 25KA-0109Arithmetic sequences and the nth term
19.B — 4KA-0111Age problems
20.C — 28KA-0123Eliminate impossible choices by bounding
21.A — 56KA-0163Selections of a few objects
22.A — 60KA-0172Selections of a few objects
23.A — 48 km/hKA-0174Rate, time, distance
24.C — 8KA-0012Casework
25.E — 9KA-0037Last-digit behavior of products and powers
26.B — 6KA-0045Back-solve from the answer choices
27.D — 8KA-0134Paper folding and hole punching
28.D — DeeKA-0136Ordering and ranking from clues
29.C — 750KA-0137Multi-step arithmetic word problems
30.B — 7KA-0157The pigeonhole principle