BECE Mathematics Past Questions 2012

52 objective questions · Paper 1 · Ghana BECE

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Question 1
A watch gains minutes per hour. What is the total time gained from 12 noon to 12 midnight in a day?
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Question 2
Esi went to the market and bought 500 g of meat, 850 g of fish and 900 g of eggs. What is the total weight of the items she bought in kilograms?
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Question 3
A map is drawn to the scale 1:100,000. What distance in kilometres is represented by 5 cm on the map?
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Question 4
Kofi invested GH¢ 150,000 at 2.5% per annum simple interest. How long will it take this amount to yield an interest of GH¢11,250.00?
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Question 5
Kojo is 20% heavier than Afua. If Kojo weighs 6 kg, what is Afua’s weight?
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Question 6
Find the truth set of (x + 3) ≤ 2x – 1
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Question 7
On which day was the change in temperature the least?
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Question 8
Find, correct to one decimal place, the average day temperature for the week
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Question 9
Triangle ABC is right-angled at B. |AB| = 3 cm and |BC| = 4 cm. Find the length of AC.
3 cm4 cmAC=?ABC
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Question 10
Find the image of 3 under the mapping, x → 10 – 2x
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Question 11
Triangle ABC is a right-angled triangle. Find the length of AC.
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Question 12
A tank contains 400 litres of water. If 100 litres is used, what percentage is left?
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Question 13
An iron rod 15 m long is divided into 12 equal parts. How long is each part?
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Question 14
Simplify – 4 (3 – 5) + 10 – 3 (7 + 4) + 30
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Question 15
Find the Lowest Common Multiple (LCM) of 22× 3 × 52 and 23 × 32 × 5
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Question 16
If P = {2, 3, 5, 7}and Q = {2, 4, 6, 8}, find P∩Q
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Question 17
A printing machine prints 600 books in 3 hours. How many books will the machine print in 5 hours?
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Question 18
The table below shows the day and night temperatures (°C) of a town during a week. Weekday | Day | Night -----------|-----|------ Monday | 33 | 24 Tuesday | 29 | 25 Wednesday | 32 | 23 Thursday | 34 | 26 Friday | 32 | 24 Saturday | 30 | 24 Sunday | 30 | 25 On which day was the change in temperature the least?
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Question 19
If P = {2, 3, 5, 7} and Q = {2, 4, 6, 8}, find P ∩ Q.
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Question 20
In a school of 940 pupils, the number of girls exceeds the number of boys by 150. How many girls are there in the school?
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Question 21
Find the least number that must be added to 308 to make it divisible by 19.
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Question 22
In a class of 24 pupils, 10 study French only and 8 study English only. If each pupil studies at least one of the two subjects, how many study English?
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Question 23
Line PQ is parallel to line RS. A transversal UV crosses both lines, making an angle of 35° with RS. Find angle a, where a is the co-interior angle at line PQ on the same side of the transversal.
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Question 24
In a school of 940 pupils, the number of girls exceeds the number of boys by 150. How many girls are there in the school?
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Question 25
Find the least number that must be added to 308 to make it exactly divisible by 19.
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Question 26
Triangle A₁B₁C₁ is an enlargement of triangle ABC. The corresponding sides of the two triangles are 3 cm and 6 cm respectively. Determine the scale factor of the enlargement.
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Question 27
Convert 84 to a base five numeral.
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Question 28
In a class of 24 pupils, 10 study French only and 8 study English only. If each pupil studies at least one of the two subjects, how many pupils study English?
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Question 29
The bearing of Atoru from Busase is 275°. What is the bearing of Busase from Atoru?
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Question 30
A printing machine prints 600 books in 3 hours. How many books will the machine print in 5 hours?
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Question 31
A watch gains 1½ minutes per hour. What is the total time gained from 12 noon to 12 midnight?
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Question 32
Esi went to the market and bought 500 g of meat, 850 g of fish and 900 g of eggs. What is the total weight of the items she bought in kilograms?
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Question 33
A map is drawn to a scale of 1 : 100,000. What distance in kilometres is represented by 5 cm on the map?
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Question 34
Express 3.75 as a mixed fraction.
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Question 35
Kofi invested GH¢150,000 at 2.5% per annum simple interest. How long will it take this amount to yield an interest of GH¢11,250.00?
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Question 36
Given the points S(5, –2) and T(3, 2), calculate the gradient of the line ST.
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Question 37
Find the volume of a cylinder of height 3 cm and radius 2 cm.
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Question 38
Kojo is 20% heavier than Afua. If Kojo weighs 6 kg, what is Afua's weight?
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Question 39
Find the truth set of ¼(x + 3) ≤ 2x – 1.
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Question 40
A box contains 30 identical balls of which 16 are white and the rest are yellow. If a girl picks a ball at random from the box, what is the probability that it is a yellow ball?
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Question 41
The table below shows the day and night temperatures (°C) of a town during a week. Weekday | Day | Night -----------|-----|------ Monday | 33 | 24 Tuesday | 29 | 25 Wednesday | 32 | 23 Thursday | 34 | 26 Friday | 32 | 24 Saturday | 30 | 24 Sunday | 30 | 25 Find, correct to one decimal place, the average day temperature for the week.
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Question 42
If 2x = 5(x – 2) + 7, find the value of x.
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Question 43
Find the image of 3 under the mapping x → 10 – 2x.
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Question 44
A tank contains 400 litres of water. If 100 litres is used, what percentage of the water is left?
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Question 45
Convert 42 to a base two numeral.
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Question 46
An iron rod 15 m long is divided into 12 equal parts. How long is each part?
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Question 47
Simplify –4(3 – 5) + 10 – 3(7 + 4) + 30.
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Question 48
How many diagonals are in a rectangle?
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Question 49
Find the Lowest Common Multiple (LCM) of 2² × 3 × 5² and 2³ × 3² × 5.
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Question 50
Which of the following numbers is an integer?
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Question 51
Expand –x(3 – 2x).
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Question 52
Line PQ is parallel to line RS. A transversal UV crosses both lines. Angle b is formed at line PQ and angle c is formed on the same side of the transversal at line RS. Angle b and angle c are
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