Second Term Mathematics Mid Term Test for SSS 1, 2025/26

Objective (Attempt all questions)

1. Bar 3.128 ÷ 2 =

2. Find the antilogarithm of bar 3. 9802

3.If A = {natural numbers between 3 and 10}, find n(A)

4. Given that V = LBH, calculate B if V = 120, L = 3 and H = 5

5. Simplify (2³ × 2⁰) ÷ 2²

6. Simplify bar 4 .3 - bar 6 . 7

7. Solve 5a + 10 = 9a - 14

8. If Q = bw + a, making w the subject will give

9. Change 45ten to binary

10. Bar 3 . 2 + bar 1. 8 =

Theory (Attempt only FIVE questions)

11. Use logarithm table to evaluate (0.765 × 0.0921)²

12. Given v = ph²(r - ⅓h), make r the subject of formula.

13. The cost, y kobo of sending a short message service (SMS) of 20 words or over is given by y = 4(w - 3) where w is the number of the words in the SMS. (a) Find the cost of sending an SMS of 50 words. (b)If it costs #145 to send an SMS, how many words does it contain?

14. Solve 4(2a - 1) - 6(a + 1) = 0

15. Solve 2/3m = 1/m - 1/2

16. Use table to evaluate 0.5692 ÷ 0.043