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The further maths Senior Class 1-3 Exam questions were compiled to served as reference material for teacher and student, to aid revision practice; early exam preparation and reduce teacher workload.
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Feature of the Further Mathematics Exam Questions for ss1-3
Is based on the Nerdc Curriculum.
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The Paid version has upto 50 Multiple Objective Question to choose from
Multiple Theory questions to choose from
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How to Download Further Maths Exam Questions for Senior Class SS1-3
The Further Mathematics Exam Questions for SS1, SS2 & SS3 cost N300 for each class term
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SS1 Further Maths 1st Term Exam Question = N300
SS1 Further Maths 2nd Term Exam Question = N300
SS1 Further Maths 3rd Term Exam Question = N300
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Further Mathematics Objective Questions for ss2
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some complex questions format that involve equation and diagram are omitted.
- Solve for x:x2+2x-15≤0
(a)-5≤x≤-3 (b)-5≤x≤3 (c)-3≤x≤5 (d)3≤x≤5 (e)5≤x≤-3
- Solve the inequality x2-2x≥3
(a)-1≤x≤3 (b)x≥3 or x≤-1 (c)x≥3orx<-1 (d)-1≤x<3 (e)x≥-3or x≤1
- Find the values of x for which (x+2)(x-3) ≤0
(a)-2≤x≤-3 (b)-2≤x≤3 (c)2≤x≤-3 (d)2≤x≤3 (e)-2<x<3
- Differentiate 3×2 + 2x + 3 with respect to x
(a) 6×2 – 3 (b) 6x + 3 (c) 6×2 – 2 (d) 6x + 2
- Find the 8th term of an A.P 3, 6, 9, …
(a) 20 (b) 30 (c) 24 (d) 10
- If the 11th term of an A.P is 42 and its first term is 2, find the common difference.
(a) 5 (b) 4 (c) 2 (d) 1
- Find the 4th term of an A.P whose first term is 2 and the common difference is 0.5
(a) 0.5 (b) 2.5 (c) 3.5 (d) 4.5
- Expand (2x – 5)(x – 3)
(a) 2×2 – 5x – 8 (b) 2×2 – 11x + 15 (c) 2×2 – 6x + 15 (d) x2 – 5x – 15
- Expand (4t – 7)(t – 3)
(a) x2 – 5x + 2 (b) 3×2 + 5x + 2 (c) 3×2 – 5x – 2 (d) 3×2 – 5x + 2
Further Mathematics Theory Questions for SS1
^ denote = raise to Power, or super script
1a.Solve 2^(2x+2) – 9(2^X )=-2
1b. Solve for x and y in the equations:
i. 2^x + 3^y=9
ii. 2^x+2 – 3^y+1=8
Leave your answer correct to 3 decimal places
3.Find the midpoints of the lines joining the following pairs of points
3a. A(3,5) and B(1,3)
3b. C(4,4) and D(2,-6)
3C. The midpoint of P(5,-2) and Q(x,y) is (4,-1). Find the coordinates of Point Q.
5a. What is the distance between the two point whose coordinates are (3,-9) and (-4,15)?
5b. If the distance between (2,1) and (P,8) is 7 units. Find the value of P.
- Determine if AB is parallel or perpendicular to PQ in each of the following
(i) A(5,-1), B(3,2), P(2,4), Q(5,6)
(ii) A(4,7), B (6,8) P(3,5) Q(5,6)
b. Find the gradients and intercepts on the y-axis of the following lines:
(a) y = 3x-4 (b) y = -5x + 1 (c) y = ½x – 3 (d) y = 4/5x + 7