Mathematics Past Questions

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179 questions JAMB 2359 WAEC 1853 NECO 179 POST_UTME 6 CUSTOM 10
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Past Questions

179 questions
Question 1 of 20 179 total questions
Question 51
neco 2004
The expression 4x2 - 4 has the following as its factors EXCEPT
Ax - 1
Bx + 1
Cx2 -1
D4x + 1
E4x - 4
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Question 52
neco 2004
Calculate (0.05 × 0.025) ÷ (4.25 × 3.35) and express your answer in standard form
A8.7796 × 105
B8.7796 × 104
C8.7796 × 103
D8.7796 × 10-3
E8.7796 × 10-5
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Question 53
neco 2004
The angle subtended by a diameter of a circle at the circumference is a/an
Aacute angle
Bobtuse angle
Creflex angle
Dright angle
Esupplementary angle
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Question 54
neco 2004

If the first term of an AP is 1.2 and the common difference is also 2, what is the mean of the first five terms?

A2
B4
C5
D8
E10
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Question 55
neco 2004
Find the area of a triangle ABC such that a = 16cm, b = 14cm, c = 12cm, leave your answer in surd form
A5\(\sqrt{15}\)cm2
B7\(\sqrt{15}\)cm2
C21\(\sqrt{3}\)cm2
D21\(\sqrt{5}\)cm2
E21\(\sqrt{15}\)cm2
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Question 56
neco 2004

Evaluate \(1011_{two}\) + \(1101_{two}\) + \(1001_{two}\) - \(111_{two}\)

A10001\(_{two}\)
B11001\(_{two}\)
C110001\(_{two}\)
D11010\(_{two}\)
E10001\(_{two}\)
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Question 57
neco 2004
If y varies inversely as x2, how does x vary with y?
Ax varies inversely as y2
Bx varies inversely as \(\sqrt{y}\)
Cx varies directly as y2
Dx varies directly as \(\sqrt{y}\)
Ex varies directly as y
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Question 58
neco 2004

The nth term of a sequence is given as \(4 \times 3^{(3 - n)}\). Calculate the third term.

A12
B32
C4
D3
E1
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Question 59
neco 2004

Two angles of a triangle are 45º each and its longest side is 12cm. Find the length of one of the other sides

A12cm
B9\(\sqrt{2}\)cm
C6\(\sqrt{2}\)cm
D6cm
E3\(\sqrt{2}\)cm
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Question 60
neco 2004

Find the surface area of a sphere whose radius is 3.5cm, correct your answer to one decimal place (π = \(\frac{22}{7}\))

A12.8cm2
B25.7cm2
C77.0cm2
D154.0cm2
E179.7cm2
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Question 61
neco 2003

Two similar cylindrical cans have heights of 7cm and 21cm, if the smaller holds 250g of sugar, how many kg of sugar will the larger one hold?

A0.75
B1.5
C2.25
D3.5
E6.75
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Question 62
neco 2003

The ratio of the circumference to the diameter of a circle is approximately equal to

A2.5
B3.14
C4.83
D6.52
E7
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Question 63
neco 2002

The length, breadth and height of a cuboid are 8cm, 7\(\frac{1}{2}\)cm and 6\(\frac{1}{2}\) cm respectively. What Is its volume in m3 (leave your answer in standard form)?

A3.9 × 10-1m3
B3.9 × 10-2m3
C3.9 × 10-3m3
D3.9 × 10-4m3
E3.9 × 10-5m3
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Question 64
neco 2002
A boy leaves station X on a bearing of 035° to station y which is 21km away. He then travels to another station Z on a bearing of 125°. If Z is directly East of X, what is the distance from X to his present position?
A3.0km
B12.04km
C17.2km
D34.18km
E36.61km
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Question 65
neco 2002
Simplify 2a2 -4ab - 6a2 - 10ab + 5ab - 5a2
A-9(a + b)
B9(a + b)
C-9a (a + b)
D9a(a - b)
E9b(a + b)
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Question 66
neco 2002

An amount of money is shared among P,Q and R such that for every 3P gets, Q gets 2 and for every 1Q gets, R gets 4. Find P: Q : R

A3 : 1 : 4
B3 : 2 : 1
C3 : 2 : 4
D3 : 3 : 4
E3 : 2 : 8
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Question 67
neco 2002

Solve the equation: \(\frac{1}{3}x\) + \(\frac{2}{5}\) = \(\frac{3}{4}x\) - \(\frac{1}{6}\)

A\(\frac{17}{30}\)
B\(\frac{65}{102}\)
C\(\frac{25}{34}\)
D\(\frac{102}{75}\)
E\(\frac{34}{25}\)
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Question 68
neco 2002
After what length of time will N2400.00 yield an interest of N60.00 at 1\(\frac{1}{2}\)% per annum?
A2\(\frac{4}{5}\) years
B1\(\frac{2}{3}\) years
C1\(\frac{1}{2}\) years
D1 years
E\(\frac{3}{5}\) year
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Question 69
neco 2002

A girl on top of a storey building 36m high dropped a N10.00 note on the ground below. If the angle of depression of the N10.00 note is 35°, how far is the money from the girl?

A20.64m
B29.48m
C44.49m
D49.55m
E62.76m
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Question 70
neco 2002

The mean and the range of the set of numbers: 1.20, 1.00, 0.90, 1.40, 0.80, 0.80, 1.20 and 1.10 are p and q respectively. What is the value of p ÷ q?

A1.11
B65
C1.85
D2.45
E3.85
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