cameroon gce intermediate level 2025 mathematics 1

1. Sonita sells one litre of fuel for 600FCFA. How many litres of fuel will she sell if her take-home package is 208,800FCFA?A. 348B. 3480

   C. 209400

   D. 2088

2. What is 36 written as a product of its prime factors?A. 22×33B. 22×32

   C. 22×3×22

   D. 22×31

3. Evaluating 0.1×0.2 givesA. 0.003B. 0.002

   C. 0.02

   D. 0.03

4. The place value of 6 in the number 7364318 isA. 64318B. 60000

   C. 6

   D. 6000

5. The relationship between m and n in the equation 2m=8n isA. m=nB. m=3n

   C. m<n

   D. m>n

6. The LCM of 8, 9 and 12 isA. 24B. 36

   C. 72

   D. 216

7. The class average of students at the end of the year is 7.097. Approximate this average to 3 significant figures.A. 7.09B. 7.10

   C. 7.097

   D. 7.01

8. The conjugate of the surd 3​+4 isA. −3​+4B. −3​−4

   C. 3−4​

   D. 3+4​

9. Electricity bills in an institution are paid to the nearest thousands. In the month of May, the bill was 689354FCFA. The amount paid by the institution isA. 68,900FCFAB. 60,000FCFA

   C. 70,000FCFA

   D. 69,000FCFA

10. The coefficient of x in the expression 2−x+3×2 isA. 2B. -1

    C. 3

    D. 1

11. The exact value of (425​)2 isA. 100B. 80

    C. 10,000

    D. 400

12. The simple interest on 7500 FCFA for 3 years at 2% isA. 400FCFAB. 450FCFA

    C. 500FCFA

    D. 550FCFA

13. Evaluating 3−5+221​ givesA. -1B. 1

    C. -5

    D. -4

    E. 5

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14. The degree of the function x−2×2 isA. 1B. -2

    C. 2

    D. 0

15. Writing the number 7369 in standard form isA. 7.370×103B. 7.369×103

    C. 7.360×10−3

    D. 7.300×103

16. The geometric mean of 4 and 16 isA. 64B. 20

    C. 12

    D. 8

17. The expression a−ba2−b2​ is simplified asA. a−b1​B. a+b1​

    C. a+b

    D. (a−b)2a+b​

18. The figure below is a right-angled triangle. The value of the unknown side labelled x is A. 14B. 2C. 10

    D. 28

19. Given 2.2360<5​<2.2361, the value of −5​ isA. −2.2361<−5​<−2.2360B. −2.2360<−5​<−2.2361

    C. −2.2361<−5​<2.2360

    D. −2.2360<−5​<2.2361

20. Write down the quadratic equation whose roots are x=−1 and x=7.A. x2−6x−7=0B. x2−6x+7=0

    C. x2+8x−7=0

    D. x2−8x+7=0

21. Students are arranged such that the first group is made up of 10 students, the second group is 13 students and the third group is 16 students, then the fifth group isA. 21B. 24

    C. 19

    D. 22

22. If f(x)=−2x+5, then f(−2) isA. 1B. 9

    C. -9

    D. -1

23. The value of (27)31​ isA. 3B. 9

    C. 7

    D. 6

24. The number of nodes in the network below are A. 10B. 9C. 7

    D. 5