International Vedic Maths Olympiad 2024
1 Hour
This Olympiad consists of 40 multiple choice questions.
2 marks are awarded for correct answers for questions 1 – 25.
3 marks are awarded for correct answers for questions 26 – 35 and -1 mark for each incorrect answer.
4 marks are awarded for correct answers for questions 36 – 40 and -2 marks for each incorrect answer.
Negative marks for incorrect answers for questions 26 – 40 are to discourage guessing.
Rules
Rough workings can be done on plane paper.
Electronic devices such as computers, calculators, smart watches and mobile phones are not allowed.
Measuring or drawing instruments are not allowed.
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Question 1 of 40
1. Question
0 point(s)Questions 1 – 25: Score 2 marks for each correct answer
25 + 125 + 225 + 325 + 425 + 525
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Question 2 of 40
2. Question
0 point(s)73000 − 4600
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Question 3 of 40
3. Question
0 point(s)Which of the following is divisible by 9?
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Question 4 of 40
4. Question
0 point(s)73 x 77
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Question 5 of 40
5. Question
0 point(s)142857 x 7
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Question 6 of 40
6. Question
0 point(s)110211 ÷ 9
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Question 7 of 40
7. Question
0 point(s)93 x 94
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Question 8 of 40
8. Question
0 point(s)65²
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Question 9 of 40
9. Question
0 point(s)114 x 112
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Question 10 of 40
10. Question
0 point(s)What is the last digit in the answer to 13948 x 18063?
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Question 11 of 40
11. Question
0 point(s)What is the next number in this sequence?
100, 99, 96, 91, …..
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Question 12 of 40
12. Question
0 point(s)Which of the following is not 19 more than a square number?
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Question 13 of 40
13. Question
0 point(s)In a shop I spend $2.98, $4.97 and $5.99. How much change do I receive from $20?
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Question 14 of 40
14. Question
0 point(s)19 + 2 20 3 -
Question 15 of 40
15. Question
0 point(s)15 × 8 16 125 -
Question 16 of 40
16. Question
0 point(s)When using Vertically and Crosswise to multiply 263×479, what is the result of the third step before any carry digits have been added?
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Question 17 of 40
17. Question
0 point(s)?×109=11663
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Question 18 of 40
18. Question
0 point(s)Sweekriti has $360. She spends half on a bicycle. She spends one third of the remainder on cycling outfit. She then spends one quarter of the remainder on a backpack. How much does she have left?
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Question 19 of 40
19. Question
0 point(s)Noriko is travelling from Tokyo to London and changes 426000 Japanese Yen into GB Pounds. The exchange rate is 200 Yen = 1 Pound. How many Pounds does she receive?
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Question 20 of 40
20. Question
0 point(s)Kamala goes swimming at her local pool. The length of the pool is 25 metres. She swims 4 km. How many lengths does she swim? (1 km = 1000 metres)
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Question 21 of 40
21. Question
0 point(s)Here are the first three patterns in a sequence.

Which of the following is the fourth pattern in the sequence?
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Question 22 of 40
22. Question
0 point(s)In which of the following ranges is there a multiple of 81?
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Question 23 of 40
23. Question
0 point(s)Today is Saturday at midday. What day of the week is 2024 minutes before this?
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Question 24 of 40
24. Question
0 point(s)How many zeros are in the answer to 663663663221 ÷ 221?
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Question 25 of 40
25. Question
0 point(s)Whish of the following gives a calculation for the 12th triangular number?
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Question 26 of 40
26. Question
0 point(s)Questions 26 – 35: Score 3 marks for each correct answer.
31×96×99÷93
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Question 27 of 40
27. Question
0 point(s)The figure shows the plan of a room. A mouse starts at point A and runs along the edge until getting back to point A.
How far has the mouse run when it completes 3 of the circuit? 4 
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Question 28 of 40
28. Question
0 point(s)My cupboard is 140 cm tall. When I place a chair on top of a table, they are 50 cm taller than the cupboard.
The table is 8 cm taller than the chair. How tall is the chair?

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Question 29 of 40
29. Question
0 point(s)Jacob and Leah both have long ladders. The rungs on Jacob’s ladder are each 36 cm apart. The rungs on Leah’s ladder are each 32 cm apart. Jacob and Leah both start climbing their ladders. How high will they be when they are first at the same height.

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Question 30 of 40
30. Question
0 point(s)Tammy wrote a number on the whiteboard. She then saw that it did not have her favourite digit 5 so she put a 5 on the end. Her new number is 1589 more than the first number. What was her first number?
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Question 31 of 40
31. Question
0 point(s)In the following expression, each letter stands for a different digit.
What is the largest possible total?
LOTS + MORE + MATH
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Question 32 of 40
32. Question
0 point(s)A cardboard picture frame is made by cutting a rectangle out of a large rectangle. The large rectangle measures 102 cm by 108 cm. The cut out rectangle measures 98 cm by 92 cm. What is the area of the remaining frame?

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Question 33 of 40
33. Question
0 point(s)Which Vedic Maths sutra is most suitable for the calculations in the previous question?
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Question 34 of 40
34. Question
0 point(s)A Japanese Bullet train has 16 cars. The front car and back car are each 27.35 metres long. All other cars are 25 metres long.
How long is the train?

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Question 35 of 40
35. Question
0 point(s)Alpha, Beta, Gamma, Delta and Epsilon in some order are codes for the numbers 21, 22, 25, 27 and 29.
Alpha is greater than Epsilon, Gamma is less than Delta, Epsilon is greater than Delta, Beta is greater than Gamma.
Which is the code for 21?
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Question 36 of 40
36. Question
0 point(s)Questions 36 – 40: Score 4 marks for each correct answer
What fraction of the whole rectangle is shaded?

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Question 37 of 40
37. Question
0 point(s)The diagram shows the plan for Jamie Oliver’s new vegetable garden. Each rectangle is used for a different vegetable. Both the rectangles for carrots and potatoes are twice as long as they are wide.
What is the area for beans?
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Question 38 of 40
38. Question
0 point(s)The shaded triangle is made by joining one corner of a square to midpoints of two edges. The area of the shaded triangle is 600 cm²
What is the perimeter of the square?

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Question 39 of 40
39. Question
0 point(s)In the code, each digit is represented by three letters (except 9 which has two letters).
Which of the five words below can be the answer to,

H O P E + F E A R -
Question 40 of 40
40. Question
0 point(s)In the figure, each spot lies on the corner of a regular pentagon.
What is the minimum number of regular pentagons. needed to be drawn so that all the spots lie on pentagons.
