Fast Printing Super Mock April 2026 Mathematics
Fast Printing Super Mock April 2026 Mathematics - Objective Test Instructions
Answer all the questions. Each question is followed by four options lettered A to D. Find the correct option for each question and shade in pencil on your answer sheet.
Question 1
Which of the pair of angles represent the two angles of a right-angled triangle?
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Question 2
Which decimal numeral is equivalent to 24/9?
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Question 3
Express 4 + 3 in a simplified form.
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Question 4
Find the sum of even numbers in the set of whole numbers less than eleven.
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Question 5
A box contains 50 pens. If Aku sells 4 boxes of such pens at GH¢1.50 each, calculate the total selling price of all the four boxes.
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Question 6
What is the place value of the digit 4 in the number 5,647,893?
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Question 7
Correct 453789 to three significant figures.
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Question 8
Which of the following best describes set N from the diagram below?
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Question 9
What are the elements in set M only in the below diagram?
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Question 10
Evaluate (-16 + 4) - (13 - 22) + (-19).
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Question 11
Write 6.23 × 10^−2 as a decimal numeral.
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Question 12
Solve for w if 2½w + 1 = 2w - 1.
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Question 13
The scale on a map is 1:500. Find the actual distance between two villages that is 5.5 cm apart on the map. Represent the answer in metres.
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Question 14
A three-dimensional figure that has two circular ends and a curved surface is known as
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Question 15
Arrange the following in descending order of magnitude: 0.05, 4/5, 25%, 1/2
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Question 16
The average of four numbers is 3. When a fifth number was added, the average dropped to 2. Find the fifth number.
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Question 17
The selling price of a microwave oven is GH¢450.00. If a profit of 20% is made on the selling price, what is the cost price?
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Question 18
There are 45 learners in a class. If 15 of the learners are boys, what percentage of the learners are girls?
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Question 19
The volume of a cuboid is 1248 cm³. If the length and breadth are 13m and 12m respectively, calculate the height.
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Question 20
The sum of the interior angles of a polygon is 2160°. How many sides has the polygon?
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Question 21
How many balls are in the box?
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Question 22
Find the probability of picking a yellow ball at random from the box.
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Question 23
A circle whose radius is 7 cm is enlarged by a scale factor of 2. Find the area of the enlarged circle.
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Question 24
Find the Least Common Multiple of 20, 60 and 72.
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Question 25
A sewing machine that cost GH¢1200 was sold for GH¢1500. Calculate percentage profit.
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Question 26
Find the modulus of a line joining M(1,2) and R(4,6).
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Question 27
What is the image of the point (-4,6) under translation by vector (2,-3)?
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Question 28
16 girls sweep in 24 min. How many girls for 32 min?
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Question 29
Factorize xy + 3y - x - 3.
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Question 30
The locus of a point equidistant from a fixed point is
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Question 31
A businessman gives 6% commission. If GH¢300 is commission, find total sales.
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Question 32
VAT exclusive price GH¢600, VAT 15%, find final price.
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Question 33
Convert 4.55 km to mm.
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Question 34
Express 0.036×2.5 in standard form.
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Question 35
Asana is 8 years younger than Fuseini (23). Find Asana's age.
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Question 36
Cyclist travels at 60 km/h for 2h45min. Distance?
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Question 37
Sum of 3 consecutive numbers is 72. Find smallest.
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Question 38
Esther saves GH¢2800 at 15% for 3 years. Amount?
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Question 39
1. (a) Given that X = {Factors of 24} and Y = {Multiples of 3 less than 30}, find X ∩ Y.
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Question 40
1. (b) Given the expression: 1/r = 2p - 5/q, (i) make r the subject of the expression; (ii) find the value of r using the result obtained in (b)(i), where q = -2 and p = 1.
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Question 41
1. (c) A trader invested GH¢ 4,800.00 at a rate of 5% simple interest per annum for 8 months. Calculate the interest received.
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Question 42
2. (a) A shop allows 4% discount on the marked price of a gas oven. If a customer paid GH¢ 6,000.00 for 10 of such ovens, (i) what is the marked price of one of such ovens; (ii) find the discount given on an oven; (iii) how much did the customer save for buying the ovens?
Essay Question
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Question 43
From the diagram below, find the value of the angle marked x.
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Question 44
2. (c) Given that vectors R = (-4,9), U = (x,y) and U + R = (-6,13), find the component of U.
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Question 45
3. (a) Simplify 0.0225 × 0.0256 / (0.0015 × 0.48), leaving your answer in standard form.
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Question 46
3. (b) The cost N Ghana cedis for hiring a car for a journey of P km is given by the expression N = 6p + 2.50. (i) Find the cost of hiring the car for a journey of 350 km. (ii) How long is the journey if the cost of hiring the car is GH¢15.34?
Essay Question
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Question 47
3. (c) Using a ruler and a pair of compasses only, (i) construct triangle ABC such that |AB| = 6.5 cm, |BC| = 9 cm and |AC| = 8.5 cm; (ii) Measure angle CAB.
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Question 48
In the diagram below, AB is parallel to DC, ABDE is a parallelogram and BCE is an isosceles triangle with |BC| = |BE|. |AD| = 5 cm, |AB| = 10 cm and |CD| = 16 cm. Find (i) area of ABCD; (ii) perimeter of ABCD.
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Question 49
4. (b) Mr. Abban withdrew some money from the bank. He used 3/4 of it to pay rent and gave 1/5 to his children. If he had GH¢150.00 left, how much did he take from the bank?
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Question 50
The pie chart below shows the distribution of 900 students (boys and girls) to various houses in Gbegbe Senior High School. (i) How many more students are in Blue House than Green House? (ii) If there are 225 girls in Red House, how many boys are in Red House?
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Question 51
5. (b) When four is added to three times a certain number, the result is not more than when twice that number is added to 10. Find the possible range of values of the number and illustrate it on a number line.
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Question 52
6. (a) Find the mean of the set of members for composite numbers less than 12.
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Question 53
6. (b) (i) Using a scale of 2 cm to 2 units on both axes, draw two perpendicular axes Ox and Oy on a graph sheet. (ii) On the same graph sheet, mark the x-axis and y-axis with ranges such that -10 ≤ x ≤ 10 and -12 ≤ y ≤ 12 respectively. (iii) Plot on the same graph sheet, the points A(2,1), B(3,4) and C(4,2). Join the points to form triangle ABC. (iv) Draw the enlargement triangle A1B1C1 of triangle ABC under a scale factor 2 from the origin (0,0). (v) Draw the image triangle A2B2C2 of triangle A1B1C1 under a translation by the vector (-10,-14).
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