Vedic Mathematics Diploma
1 Hour 15 Minutes
This assessment comprises two sections, A – multiple choice, B – written solutions.
After 75 minutes you will be logged out automatically; although it is also possible to log out earlier on the final page.
At any point you will be able to review and change answers.
Proctoring software is activated. Please refer to instructions provided previously.
Section A – Multiple choice (60 marks)
Questions 1 – 30 (2 marks per question) Suggested time spent – 45 minutes
Section B – Detailed Written Responses (40 marks)
Questions 31 – 40 (4 marks per question) Suggested time spent – 30 minutes
Provide written solutions for each question on paper.
Write your name at the top of each page used.
Full marks are awarded for the use of appropriate Vedic methods with clear and correct layout.
Completed answer sheets for Section B must be scanned and emailed to iavmdiploma@gmail.com within 15 minutes of completing the test.
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Question 1 of 31
1. Question
2 point(s)Section A – Questions 1 – 30 – Multiple choice
Each question carries 2 marks
1. (2025 – 53) ÷ 4 + 25
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Question 2 of 31
2. Question
2 point(s)2. 1234 × 11
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Question 3 of 31
3. Question
2 point(s)3. In relation to 10000, what is the complement of 8206?
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Question 4 of 31
4. Question
2 point(s)4. What is the digital root of the answer to 81243162324 ÷ 81?
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Question 5 of 31
5. Question
2 point(s)5. 9996²
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Question 6 of 31
6. Question
2 point(s)6. What are the final three digits in the answer to 8797 × 9992?
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Question 7 of 31
7. Question
2 point(s)7. Which one of the following is the vinculum conversion of 1 2 3 0 5 4 back to an ordinary number?
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Question 8 of 31
8. Question
2 point(s)8. Calculate 34 × 36 – 38 × 32
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Question 9 of 31
9. Question
2 point(s)9. What is the remainder when 123456789 is divided by 9?
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Question 10 of 31
10. Question
2 point(s)10. Which of the following is divisible by 45?
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Question 11 of 31
11. Question
2 point(s)11. Which of the following is the decimal equivalent of 117 ? 125 -
Question 12 of 31
12. Question
2 point(s)12. When converted to a decimal, the fraction 133 is partly recurring. After the decimal point, 650 how many non-recurring digits are there before the recurring pattern starts?
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Question 13 of 31
13. Question
2 point(s)13. 63 2 − 27 3 5 4 -
Question 14 of 31
14. Question
2 point(s)14. 0.00024 ÷ 0.03
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Question 15 of 31
15. Question
2 point(s)15. When using the one-line Vedic method to multiply 17234 × 32415 , what is the result of the fifth step before any carry digits have been added?
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Question 16 of 31
16. Question
2 point(s)16. What are the first two digits (on the left) of the answer to 5130.28 × 13906.57 ?
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Question 17 of 31
17. Question
2 point(s)17. 1263 × 1004
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Question 18 of 31
18. Question
2 point(s)18. How many factors does 2025 have?
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Question 19 of 31
19. Question
2 point(s)19. A loan shark offers to lend you £200 and charge compound interest of 11% per month. If you accept the offer, how much will you owe him at the end of two months?
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Question 20 of 31
20. Question
2 point(s)20. What is 0.28% of 25 kilograms?
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Question 21 of 31
21. Question
2 point(s)21. Which of the following is the odd one out?
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Question 22 of 31
22. Question
2 point(s)22. If x = 8 and y = -3, what is the value of (2x – 3y) – (x – 4y) ?
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Question 23 of 31
23. Question
2 point(s)23. Solve the equation x – 3 − x – 1 = 10 – x 4 8 12 -
Question 24 of 31
24. Question
2 point(s)24. A team of 3 bricklayers can lay 4320 bricks in 2 days. How many bricks can a team of 5 bricklayers lay in 3 days, working at the same rate?
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Question 25 of 31
25. Question
2 point(s)25. Which of the following fractions is the smallest?
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Question 26 of 31
26. Question
2 point(s)26. What fraction of this shape is shaded?
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Question 27 of 31
27. Question
2 point(s)27. What is the nth term formula for the sequence beginning, 2 8 14 20 26?
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Question 28 of 31
28. Question
2 point(s)28. Rectangular tiles are laid on a floor as shown. What is the perimeter of the whole shape?
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Question 29 of 31
29. Question
2 point(s)29. How many of the following quadrilaterals have only one line of symmetry?
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Question 30 of 31
30. Question
2 point(s)30. How many rectangles of all types are in this figure?
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Question 31 of 31
31. Question
4 point(s)Section B – Written Solutions – 40 Marks
Full marks are awarded for the use of appropriate Vedic methods with clear and correct setting out.
Solutions must be hand-written on paper. Write your name at the top of each page.On finishing, you will need to scan your pages or photograph them immediately and send by email to iavmdiploma@gmail.com
31. Using the Transpose and Apply method, divide 25999 ÷ 113 leaving a whole number remainder.32. Calculate 32472 by the Straight Squaring method and list the duplexes used for each step.33. Calculate 253 × 257 using 250 as a working base, and show how digital roots can be used to check the answer.34. Solve the equation, 7x − x – 1 = -1 2 8 35. By first converting any digit greater than 5 into a bar number multiply 379 × 288 .36. Using the Nikhilam method, divide 36721 ÷ 987 leaving a whole number remainder.37. Calculate the HCF and LCM of 132 and 204.38. Use Straight (flag) division to calculate 45361 ÷ 37 leaving a whole number remainder.39. Explain how the sutra, Sum/Product – Product/Sum relates to the algebraic identity,
(3x2 + 9x – 2)(2x2 + 3x – 1) = 6x4+ 27x3 + 20x2 – 15x + 240. Write down any five Vedic Maths sutras that you know, apart from those mentioned above in questions 31 and 29.-
This response will be awarded full points automatically, but it can be reviewed and adjusted after submission.
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