cameroon gce intermediate level 2024 business mathematics 2
cameroon gce intermediate level 2024 business mathematics 2
SECTION A: ANSWER BOTH QUESTIONS
1. (a) A government support of 15,000,000FCFA was given to four enterprises to boast their
activities. This amount was to be shared according to the number of employees each enterprise has
9
, 6, 8 and 7 employees respectively. Calculate the amount received by each employee. (10 marks)
(b) BERTHE wants to save a capital of 1,000,000FCFA. She decides to calculate the future value
that she will get after 7 months if she chooses any of the banks below before saving. The banks offer
the following interest rates.
| Name of bank | RATE | |
| SGBC BANK | 10 % | |
| NFC BANK | 9 % | |
| i) | Calculate the future value of her capital in each bank. | (10 marks) TOTAL = (20 MARKS) |
2. (a) A selection of pupils from class one to six for a particular game is shown in the table below
| Class | 1 | 2 | 3 | 4 | 5 | 6 |
| No of pupils 4 | 3 | 5 | 6 | 3 | 3 | |
| i) | What is the mode of this distribution? Calculate the mean number of students. Present the information on a bar chart. |
(2 marks)
(4 marks)
(4 marks)
ii)
iii)
(b) A bag contains 5 yellow toys, 2 white toys and 3 orange toys of the same nature. Two toys
randomly selected successively while replacing it. Calculate the probability of selecting
| Two orange toys. A yellow toy or a white toy. |
0 | (4 marks) (3 marks) |
| A yellow and a white toy. | (3 marks) |
are
(b) A bag contains 5 yellow toys, 2 white toys and 3 orange toys of the same nature. Two toys
randomly selected successively while replacing it. Calculate the probability of selecting
| Two orange toys. A yellow toy or a white toy. |
0 | (4 marks) (3 marks) |
| A yellow and a white toy. | (3 marks) |
Atu Neville
November 12, 2024
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