**Jamb Mathematics Past Questions pdf – **Are you having challenges with comprehending Jamb mathematics exam questions? If yes, then you have interacted with the right post. We are here to help you out. We understand that mathematics as a subject can be very tasking sometimes and many candidates see it as a daunting task to study mathematics for exams. This is why we have decided to introduce you to the Jamb Mathematics Past Questions pdf.

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## Why you need Jamb Mathematics Past Questions pdf

In case you are doubting the efficacy of this past question, this aspect is meant to enlighten you on what you will benefit from getting this past question. See benefits here

- It will expose you to the questions that have been asked years back as most of those questions and answers get repeated every year while some will just be rephrased. So if you don’t have a copy of this past question, then you are losing out.
- It provides useful information about the types of questions to expect and helps you prevent unpleasant surprises.

**Jamb Mathematics Past Questions pdf Pattern**

Normally, the Jamb Mathematics Past Questions pdf is in a multiple-choice question pattern. We have made it very easy for you. we bring all the questions for many years and put them together but we indicate the specific years of their occurrence. We provide the correct answers to save you time. All you need to do is devote quality time to studying the Jamb Mathematics Past Questions pdf and watch yourself change the narrative by scoring better than you expected in the jamb examination.

**Sample of Jamb Mathematics Past Questions pdf**

For candidates who think that seeing is believing, we have given a sample of the Jamb mathematics past question below.

4. Find the centre and radius of the circle 8x 2 +8y 2 –24x–40y+18=0.

A. (3/2, 5/2) and r = 3/2

B. (–3/2, 5/2) and r = 5/2

C. (3/2, –5/2) and r = 3/2

D. (3/2, 5/2) and r = 5/2

5. Find the equation of the tangent to the circle 3022 22 =+ yx at the point )6,3(− .

A. x + y – 15=0

B. x – 2y + 5=0

C. x + 2y – 5=0

D. x – 2y+15=0

6. Given the equations of the ellipse x 2 /2+y 2 =1. Find the equation of the directrices.

A. 𝑥 = (0, ±1)

B. 𝑥 = (0, ±2)

C. 𝑥 = (0, ±3)

D. 𝑥 = (0,±4)

7. Find the gradient of the curve 𝑦 = 𝑥 # − 6𝑥 ‘ + 11𝑥 − 6 at the point (1, 0)

A. –1

B. –2

C. 1

D. 2

8. Given sets 𝐴 = 𝑎, 𝑏, 1, 3 and 𝐵 = 𝑎, 2, 4 , find 𝐴 ∪ 𝐵.

A. ∅

B. 𝑎, 𝑏, 1,2,3,4

C. 𝑎, 𝑏, 1,3

D. 𝑏, 1,2,3,4

9. Let P be the set of prime factors of 42 and Q be the set of prime factors of 45. Find 𝑃 ∩ 𝑄.

A. 2

B. 3

C. 7

D. 5

MATHEMATICS

ESSAY QUESTIONS

1 (a). Given A = {–5, –3, –1, 0, 1, 2, 3}, B = {–4, –3, 0, 3, 5, 8}. MAT001

Find A Δ B. 2 Marks

(b) If A, B, and C are any sets, show that A ∪ (B ∪ C) = (A ∪ B) ∪ C 3 Marks

(c ) In an election involving three parties for the chairmanship and gubernatorial election of Lagos State, voters cast their votes as follows: 190 voted for party A, 200 for party B and 250 for party C. 80 voted for A and B,

60 voted for A and C, 100 voted for B and C and 40 voted for B alone.

If 500 people voted during the election, find i. The number of voters who voted for all three parties. 3 Marks

ii. The number of voters who voted for A and B but not C. 3 Marks. The number of voters who did not vote for any party. 4 Marks

2 (a) i. Evaluate the determinant A. MAT 001

A=

1 2 3

4 5 6

7 8 9 3 Marks

ii. what do you conclude from 2a(i)? 1 Mark

iii. Resolve J L )$

J%# J%$ S in partial fractions. Hence, obtain its Binomial expansion up to terms 𝑥 ‘ . 4 Marks

(b) If cos 𝑥 + 𝛼 = sin(𝑥 + 𝛽), find tan 𝑥 in terms of 𝛼 𝑎𝑛𝑑 𝛽. 3 Marks

(c) If sin 𝐴 = h

– and cos 𝐵 = $’

$#, where 𝐴 is obtuse and B is acute, find without using tables the values of i. sin(𝐴 + 𝐵) ii. tan(𝐴 − 𝐵). 4 Marks

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## 7 Tips to Prepare for Jamb Mathematics Exams

**Don’t make reading your hobby:**A lot of people put reading as a hobby in their CV, they might be right because they have finished schooling. But “You” are still schooling, so reading should be a top priority, not a hobby. Read far and wide to enhance your level of aptitude**Get Exams Preparation Materials:**These involve textbooks, dictionaries, Babcock University Post UTME Past Questions and Answers, mock questions, and others. These materials will enhance your mastery of the scope of the exams you are expecting.**Attend Extramural Classes:**Register and attend extramural classes at your location. This class will help you refresh your memory and boost your classroom understanding and discoveries of new knowledge.**Sleep when you feel like**When you are preparing for any exams, sleeping is very important because it helps in the consolidation of memory. Caution: Only sleep when you feel like it and don’t oversleep.**Make sure you are healthy:**Sickness can cause excessive feelings of tiredness and fatigue and will not allow you to concentrate on reading. If you are feeling as if you are not well, report to your parent, a nurse, or a doctor. Make sure you are well.**Eat when you feel like it:**During the exam preparation period, you are advised not to overeat, and to avoid sleep. You need to eat little and light food whenever you feel like eating. Eat more fruits, drink milk and glucose. This will help you enhance retention.**Reduce your time on social media:**Some people live their entire lives on Facebook, Twitter, WhatsApp, Messenger chat. This is so bad and catastrophic if you are preparing for exams. Try and reduce your time spent on social media during this time. Maybe after the exams, you can go back and sleep in it.

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