SS1, 2, 3 Further Maths Exam Questions for First, Second, 3rd Term PDF/Ms-Word Download

Do you want to download Further Maths Exam Questions Paper for Senior Secondary School Class SS1-3 in PDF or Ms-Word Format. Are you looking for Further Mathematics Objectives and Theory Questions for SS1, SS2 and SS3

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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.

Further Mathematics Exam Questions Paper for SS1, SS2, SS3

Feature of the Further Mathematics Exam Questions for ss1-3

Is based on the Nerdc Curriculum.
Can be view and read on any Smart Phone
Can be Printed out into hard copy.
Can be obtain on Micro-Soft Word Editable format (Special Request).
The Paid version has upto 50 Multiple Objective Question to choose from
Multiple Theory questions to choose from

Further mathematics Past questions Download for SS1-3 all Term

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General Mathematics Exam Questions for SS1-3

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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
To get the complete Primary 4, 5, and 6 past questions paper for the subject concern,
call or whatsapp me on 08051311885 on how to download your copy.

Here is an example of the cost Pattern
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

Pls Note:
Some equation will not show properly in web-base browser.
some complex questions format that involve equation and diagram are omitted.

  1. 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
  2. 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
  3. 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
  4. Differentiate 3×2 + 2x + 3 with respect to x
    (a) 6×2 – 3 (b) 6x + 3 (c) 6×2 – 2 (d) 6x + 2
  5. Find the 8th term of an A.P 3, 6, 9, …
    (a) 20 (b) 30 (c) 24 (d) 10
  6. 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
  7. 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
  8. Expand (2x – 5)(x – 3)
    (a) 2×2 – 5x – 8 (b) 2×2 – 11x + 15 (c) 2×2 – 6x + 15 (d) x2 – 5x – 15
  9. 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.

  1. 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

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