NECO GCE General-Mathematics Questions 2022 Objective and Theory

– NECO GCE General-Mathematics Questions –

NECO GCE General-Mathematics Questions are out now on our website. In this article, I will show you past NECO GCE General Mathematics random repeated questions for free.

About NECO

The establishment of the (NECO) in April 1999 is a culmination of the reaction of the Federal Government.

This was to widespread escalating agitations for a national examination outfit that would respond to the Nigerian needs and demands.

As well as cope with the annually increasing number of secondary school candidates to take Senior School Certificate Examination (SSCE) nationwide.

A Series of panels had earlier been set up to address the issues before this vital decision was taken.

The Mission

To deliver examinations whose results are trusted worldwide for their .

The Vision

To become a major player in the global assessment industry.

Core Value

Redefining the future of the Nigerian child through quality assessment.

The National Examinations Council (also known as NECO) is an examination body in Nigeria that conducts the Senior Secondary Certificate Examination and the General Certificate in Education in June/July and December/January, respectively.

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NECO GCE General Mathematics Questions

The National Examination Council (NECO) General Certificate Examination (GCE) for General Mathematics paper will hold on Saturday, 11th November.

Note that below are the questions from Neco’s past questions and answers that we feel are likely questions for SSCE preparation. Keep following this page and make sure you bookmark this site for reference.

THEORY

4a) Using sine rule
b/sin20 = 6/sin30
bsin30 = 6sin120
b 6sin120/sin30
b = 6×0.2511/0.4540
b = 5.7063/0.4540
b = 12.57 ≠ 12.6cm

4b i) I = PRT/100, p=N15000 R=10% and I=3years
A = P+ I
where I = 15000*10*3/100=N4500
A=4500+15000 =N19500

ii) I = PRT/100, p=N15000 R=10% and I=3years
A = P+ I
where I = 15000*10*3/100=N4500
A=4500+15000 =N19500

Question 1

Solve: 7x + 4 < (4x + 3).

Salem, Sunday and Shaka shared a sum of N 1,100.00. For every N2.00 that Salem gets, Sunday gets fifty kobo and for every N 4.00, Sunday gets, Shaka gets N 2.00. Find Shaka’s share.

Question 2

The present ages of a father and his son are in the ratio 10: 3. If the son is 15 years old now, in how many years will the ratio of their ages be 2: 1?

The arithmetic mean of x, y and z is 6, while that of x, y, z, t, u, v and w is 9. Calculate the arithmetic mean of t, u, v and w.

Question 3

A boy 1.2 m tall, stands 6 m away from the foot of a vertical lamp pole 4.2 m long. If the lamp is at the tip of the pole,

Represent this information in a diagram.

Calculate the:

(i) length of the shadow of the boy cast by the lamp;

(ii) angle of elevation of the lamp from the boy, correct to the nearest degree.

DISCLAIMER! These are not real NECO GCE General Mathematics Questions, but likely repeated questions over the years to help candidates understand the nature of their examinations. Ensure to note every question provided on this page.

If you need us to help you with updated questions and answers at the right time about NECO GCE General Mathematics Questions, kindly provide us with your phone number and email address in the comment box below.

Also, feel free to ask any questions pertaining to this guide.

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StudentsandScholarship Team.

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