FIRST TERM, JSS 3 MATHEMATICS MID TERM TEST, 2025/2026 SESSION..

Read the instructions carefully. Section A (Attempt all questions )

1. The probability of passing an examination is 0.7. What is the probability of failing the examination?

2. There are 3 red balls, 5 blue balls and 4 yellow balls in a basket. What is the probability of picking a yellow ball at random?

3. Given that - 3 < x < 4, which of these are the possible values of x?

4. Given that k = ½mv², find the value of m when k = 16 and v = 4

5. Find the value of 4 × 4 - ²

6). 1011two + 1101two is equal to

7. Make x the subject of the formula in 2x + 4 = y + x

8. Find the simple interest on #5500 for 6months at 2% per annum

9. Change 1. 01 two to base ten

10. Subtract 21three from 100three

Section B Attempt any five questions only and show working clearly.

1. Given that S =u + at, make the following the subject of the formula: (a) u (b) a (c) t

2. Convert 10101 two to (a) base ten (b) base four

3. If y = 2x + 4, make a table of values of y for - 3 < x < or equal to 2

4. A dice is rolled once. What is the probability of getting (a) an even number (b) a prime number (c) a number less than 3 (d) a number greater than 6

5. A circuit of voltage V volts and resistance R ohms has a current of I amps, where I = V/ R. ( a) Find the current when the voltage is 240 volts and resistance is 80 ohms. ( b) Find the voltage when the current is 0.6 amps and the resistance is 5 ohms.

6. Evaluate the following: (a)4002four - 2213four ( b) (111two)²