Junior WAEC Mathematics Past Questions and Answers PDF for (JSCE) JSS3

Download the PDF of Junior WAEC Mathematics Past Questions and Answers. Are you looking for JSS3 Mathematics Past Questions? JSCE Mathematics questions are simple to answer if you pay special attention to some key points in this text.

The significance of these gathered and downloaded Junior WAEC Mathematics past questions is to provide current and future JSCE candidates with access to a comprehensive set of JSS3 previous problems.

You will be able to score extremely high on the upcoming JSCE test if you commit a significant amount of time to studying and practising with these Junior previous questions in Mathematics. Practise is the only way to master any subject, no matter how difficult it appears.

We have intriguing articles that will help you prepare for the next JSS3, and we recommend that you read, contemplate, and absorb them.

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Junior WAEC Mathematics Past Questions and Answers

One of the frequent questions I do get from students in JSS3 is – Do WAEC repeat JSS3 questions? My response has always been – yes they do.

However, the way WAEC repeat JSCE questions is a little bit tricky, and sometimes they do it directly. All candidates who are writing Junior WAEC must know that JSCE secret lie in mastering past questions.

I do tell my students that one of the ways to unfold Junior WAEC secret is to get like 7-12 years past questions. You have to study the trend and pattern of the questions, its occurrences, and then extract areas/topics WAEC likes bringing out in each JSS3 subject you are writing.

Examples of Junior WAEC Mathematics repeated questions


1. Approximate 5.7255 to the nearest thousandth. A. 5.7 B. 5.725 C. 5.7255 D. 5.726 E. 5.73

2. Write in figure: six hundred and fifty-eight million, one hundred and twenty-five thousand and one.  A. 658,125,100 B. 658,125,101 C. 658,125,001 D. 658,125,000 E. 658,105,001

3. Express 0.00254 in standard form.  A. 2.54 x 10-1 B. 2.54 x 10-2 C. 2.54 x 10-3  D. 2.54 x 10-4 E. 2.54 x 10-5

4. Find the sum of prime factors in 60. A. 5 B. 7 C. 8 D. 10 E. 12

5. Round off 6827 to the nearest ten.  A. 6820 B. 6821 C. 6830 D. 6900  E. 7000

6. Express N32.00 as a ratio of N72.00.  A. 34:16 B. 16:34 C. 9:4 D. 4:9 E. 1:2

7. Find the L.C.M. of 20a2 and 32ab.  A. 4a B. 16a2b C. 160a2b D. 160ab2 E. 320a2b

8. Add the following 1011two ; 1111 two and 101111 two.  A. 111110 two B. 10111two C. 1001001 two  D. 1001101 two E. 11001101 two

9. Find the H.C.F of 108 and 72.  A. 9 B. 18 C. 27 D. 36 E. 72

10. Increase 4500kg by 15%.  A. 300kg B. 675kg C. 3825kg D. 5175kg  E. 67500kg

11. Find the product of the L.C.M. and H.C.F. of the following numbers 9, 12 and 18. A. 6 B.18 C. 36 D. 108 E. 216

12. If N240,000.00 is shared among 3 people in the ratio 5:4:3, what is the least share?  A. N100,000.00 B. N96,000.00 C. N80,000.00 D. N60,000.00 E. N52,000.00


13. Find the simple interest on N30,000.00 for 3½ years at 5% per annum. A. N5,250.00 B. N5,775.00 C. N10,750.00
D. N11,550.00 E. N15,770.00

14. Find the square root of 9 x 16 x 25.  A. 3600 B. 360 C. 60 D. 25 E. 9

15. A desktop computer is bought for N45,000.00 and sold for N30,000.00. Find the loss percent.  A. 45.00% B. 33.33% C. 30.00% D. 15.33%  E. 10.00%

16. Arrange in descending order of magnitude 3/5, ½, 4/7, 5/9. A. 3/5, 4/7, 1/2., 5/9 B. ½, 4/7, 3/5, 5/9  C. 3/5, 4/7, 5/9, ½ D. 4/7, 3/5, ½, 5/9  E. 5/9, 3/5, 4/7, ½.

17. On every sale of goods worth N10,000.00, there is a commission of N550.00. If an agent delivers N150,000.00, find his commission.  A. N1,250.00 B. N2,250.00 C. N4,150.00  D. N7,250.00 E. N8,250.00

18. Multiply 1001101two by 111two.  A. 1001101two B. 1000101two C. 1001001two  D. 1010001two E. 10011two

19. A Toyota Hilux uses 100 litres of fuel in a distance of 250km. How many litres of fuel will it use for a distance of 150 kilometres?  A. 50 litres B. 60 litres C. 80 litres D. 133 litres E. 375 litres

20. Reciprocal of 0.65 to three significant figure is?  A. 1.54 B. 1.538 C. 1.53 D. 1.500  E. 0.54

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Preparing for the Junior WAEC Mathematics exam can be challenging, but with the right resources and practice, you can succeed. Use the resources listed above to find past questions and answers, and practice as much as possible to improve your chances of success. Good luck!



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