Welcome to your Practice Test A B C D A B C D A B C D Which of the following lines represent the solution of the inequality 7x < 9x - 4? A B C D If x and y are variables and k is a constant, which of the following describes an inverse relationship between x and y? A B C D If P = {y : 2y > 6} and Q = {y : y – 3 < 4}, where is an integer, find P∩Q A. {3,4} B. {3,7} C. {3,4,5,6,7} D. {4,5,6} A B C D Factorise completely: 32x^{2}y - 48x^{3}y^{3} A. 16x^{2}y (2 - 3xy^{2}) B. 8xy (4x - 6x^{2}y^{2}) C. 8x^{2}y (4 - 6xy^{2}) D. 16xy (2x - 3x^{2}y^{2}) A B C D A B C D A. 3 B. 2 C. 1 D. 0 A B C D A B C D A B C D A B C D The sum of 12 and one third of n is 1 more than twice n. Express the statement in the form of an equation. A. 12n – 6 = 0 B. 3n – 12 = 0 C. 2n – 35 = 0 D. 5n – 33 = 0 A B C D A B C D If x + y = 2y - x + 1 = 5, find the value of x. A. 3 B. 2 C. 1 D. -1 A B C D Given that P = x^{2} + 4x - 2, Q = 2x - 1 and Q - P = 2 , find x A. -2 B. -1 C. 1 D. 2 A B C D Given that (x + 2)(x^{2} - 3x + 2) + 2(x + 2)(x - 1) = (x + 2)M, find M A. (x + 2)^{2} B. x(x + 2) C. x^{2} + 2 D. x^{2} + x A B C D A. 5 B. 4 C. 3 D. 1 A B C D A B C D The graph of the relation y = x^{2} + 2x + k passes through the point (2,0). Find the value of k. A. 0 B. -2 C. -4 D. -8 A B C D A B C D A B C D A. 6(1 - 3k^{2}) B. 6(3k^{2} - 1) C. 6(3k - 1) D. 6(1 - 3k) A B C D A B C D Find the value of k in the equation 6k^{2} = 5k + 6. A B C D If y varies directly as the square root of (x+1) and y = 6 when x = 3, find x when y = 9. A. 8 B. 7 C. 6 D. 5 A B C D The curved surface area of a cylindrical tin is 704cm^{3}. If the radius of its base is 8cm, find the height. [Take π = 22/7 ] A. 14 cm B. 9 cm C. 8 cm D. 7 cm A B C D The slant height of a cone is 5cm and the radius of it base is 3cm. Find, correct to the nearest whole number, the volume of the cone. [Take π = 22/7 ]. A. 48cm^{3} B. 47cm^{3} C. 38cm^{3} D. 13cm^{3} A B C D In the diagram, PQ is a straight line. Calculate the value of the angle labelled 2y. A. 130^{o} B. 120^{o} C. 110^{o} D. 100^{o} A B C D A B C D A pyramid has a rectangular base with dimensions 12m by 8m. If its height is 14m, calculate the volume. A. 344m^{3} B. 448m^{3} C. 632m^{3} D. 840m^{3} A B C D In the diagram, O is the center of the circle PQRS and angle PSR = 86^{o}. If angle POR = x^{o}, find x. A. 274 B. 172 C. 129 D. 86 A B C D A sector of a circle which subtends angle 172^{o} at the center of the circle has a perimeter of 600 cm. Find, correct to the nearest cm, the radius of the circle. [Take π = 22/7]. A. 120 cm B. 116 cm C. 107 cm D. 100 cm A B C D In the diagram, MN, PQ, and RS are three intersecting straight lines. Which of the following statement(s) is/are true? I. t = y II. x + y + z + m = 180^{o} III. x + m + n = 180^{o} IV. x + n = m + z A. I and IV only B. II only C. III only D. IV only A B C D The sum of the interior angles of a regular polygon is 1800^{o}. How many sides has the polygon? A. 16 B. 12 C. 10 D. 8 A B C D If cos (x + 40^{o}) = 0.0872, what is the value of x? A. 85^{o} B. 75^{o} C. 65^{o} D. 45^{o} A B C D In the diagram, PRST is a square. If |PQ| = 24cm, |QR| = 10cm and angle PQR = 90^{o}; find the perimeter of the polygon PQRST A. 112cm B. 98cm C. 86cm D. 84cm A B C D In the diagram, |QR| = 10 m, |SR| = 8 m, angle QPS = 30^{o}, angle QRP = 90^{o} and |PS| = x. Find x. A. 1.32 m B. 6.32m C. 9.32 m D. 17.32 m A B C D An interior angle of a regular polygon is 5 times each exterior angle. How many sides has the polygon? A. 15 B. 12 C. 9 D. 6 A B C D An open cone with base radius 28cm and perpendicular height 96cm was stretched to form a sector of a circle. Calculate the area of the sector. [Take π = 22/7 ] A. 8800cm^{3} B. 8448cm^{3} C. 4400cm^{3} D. 4224cm^{3} A B C D The lengths of the minor and major arcs of a circle are 54 cm and 126 cm respectively. Calculate the angle of the major sector. A. 306^{o} B. 252^{o} C. 246^{o} D. 234^{o} A B C D The diagram is a circle of radius |OQ| = 4cm. TR is a tangent to the circle at R. If angle TPO = 120^{o}, find |PQ|. A. 2.32cm B. 1.84cm C. 0.62cm D. 0.26cm A B C D The pie chart shows the distribution of 600 Mathematics textbooks for Arts, Business, Science and Technical classes. What percentage of the total number of textbooks belongs to science? A B C D In the diagram, |SR|=|QR|, angle SRP = 65^{o} and angle RPQ = 48^{o}, find angle PRQ A. 65^{o} B. 45^{o} C. 25^{o} D. 19^{o} A B C D In ΔXYZ, |XY| = 8cm, |YZ| =10cm and |XZ| = 6cm. Which of these relations is true? A. |XY| + |YZ| = |XZ| B. |XY| - |YZ| = |XZ| C. |XZ|^{2} = |YZ|^{2} - |XY|^{2} D. |YZ|^{2} = |XZ|^{2} - |XY|^{2} A B C D The diagram is a circle center O. If angle SPR = 2m and angle SQR = n, express m in terms of n. A. m = n/2 B. m = 2n C. m = n - 2 D. m = n + 2 A B C D Time is Up! Follow Us On Social Media Categories: 0 Comments Leave a Reply Cancel reply You must be logged in to post a comment. This site uses Akismet to reduce spam. Learn how your comment data is processed.

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