Hello and Welcome to SSCE (WAEC and NECO) Practice Test - Further Mathematics You are to attempt 20 Random Objectives Questions ONLY for 15 minutes. Supply your name and name of school in the text box below. Your time starts NOW! Full Name (Surname First): School: If x = i - 3j and y = 6i - j, calculate the angle between x and yA. 60^{o} B. 75^{o} C. 81^{o} D. 85^{o}ABCDThe first term of a linear sequence is 9 and the common difference is 7. If the nth term is 380, find the value of n.A. 45 B. 54 C. 56 D. 65ABCDGiven that f: x → x^{2} and g: x → x + 3 where x ∈ R, find fog(2) A. 25 B. 9 C. 7 D. 5ABCDA box contains 5 red balls and k blue balls. A ball is selected at random from the box. If the probability of selecting a blue ball is , find the value of k. A. 5 B. 6 C. 8 D. 10ABCDIf log_{3}x = log_{9}3, find the value of x. A. 3^{2} B. C. D. ABCDFor what values of m is 9y^{2} + my + 4 a perfect square? A. ± B. ± C. +6 D. +12ABCDFour fair coins are tossed once. Calculate the probability of obtaining equal number of heads and tails.A. B. C. D. ABCDIf Px^{2} + (P + 1)x + P = 0, has equal roots, find the values of P A. -1 and B. -1 and C. 1 and D. 1 and ABCDA function is defined by h : x → 2 - , x ≠ , find h^{-1} A. 6 B. C. D. ABCDIf α and β are the roots of the equation x^{2} + x - 2 = 0, find the value of A. B. C. D. ABCDGiven that x^{2} + 4x + k ≡ (x + r)^{2} + 1, find the value of k and r. A. k = 5, r = -1 B. k = 5, r = 2 C. k = 2, r = 5 D. k = -1, r = 5ABCDEvaluate: A. B. C. D. ABCDA particle starts from rest and moves in a straight line such that its acceleration after t seconds is given by a = (3t - 2)ms^{-2}.Find the distance covered after 3 seconds A. 10 m B. 9 m C. m D. mABCDForce of magnitude 8 N and 5 N acts on a body as shown in the diagram below:Calculate, correct to 2 decimal places, the angle the resultant makes with the horizontal. A. 80.76^{o} B. 75.00^{o} C. 71.99^{o} D. 15.00^{o}ABCDIf , find the value of y A. 4 B. 2 C. -4 D. -5ABCDA particle accelerates at 12ms^{-2} and travels a distance of 250m in 6s. Find the initial velocity of the particle. A. 5.7 ms^{-1} B. 6.0 ms^{-1} C. 60.0 ms^{-1} D. 77.5 ms^{-1}ABCDThe gradient of the curve at the point (-2, 0) is 3x^{2} - 4x. Find the equation of the curve. A. y = 6x - 4 B. y = 6x^{2} - 4x + 12 C. y = x^{3} - 2x^{2} D. y = x^{3} - 2x^{2} + 16ABCDForce of magnitude 8 N and 5 N acts on a body as shown in the diagram below:Calculate, correct to 2 decimal places, the resultant force acting at OA. 14.06 N B. 13.00 N C. 9.83 N D. 8.26 NABCDForces 90 N and 120 N act in directions 120^{o} and 240^{o} respectively. Find the resultant of these forces. A. B. C. D. ABCDGiven that r = 2i - j, s = 3i + 5j and t = 6i - 2j, find the magnitude of (2r + s - t)A. B. 4 C. D. ABCD1 out of To submit your quiz and see your score/performance report; Make sure you supply your name and name of school in the form above. Unable to submit your quiz? Kindly Click Here To Retake SSCE (WAEC and NECO) Practice Test - Further Mathematics. Make sure you supply your full name and name of school before submission. Time is Up! Follow ASSURE On Social Media Categories: SSCE (WAEC and NECO) Practice Test (In All Subjects) Tags: SSCE (WAEC and NECO) Practice Test - Further Mathematics 0 Comments Leave a Reply Cancel reply Your email address will not be published. Required fields are marked * Name * Email * What's on your mind? Save my name, email, and website in this browser for the next time I comment. Please enter an answer in digits:eleven − seven = This site uses Akismet to reduce spam. Learn how your comment data is processed.

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