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Paper 1 | Objectives | 32 Questions
NECO - BECE
Year: 2002
Level: JHS
Time:
Type: Question Paper
Source: Nigeria
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Paper 1 | Objectives
Chemistry
Exam
2002
FREE
2019
Agricultural Science
Mathematics (Core)
2000
Government
2003
Mathematics
2008
2014
1990
1989
English Language
2016
Given that the universal set U={14,15,16,17,18,19,20}, J ={16,19,20} and K= {14,15,18}, find (J' ∩ K')1.
A. {17}
B. {16, 17, 19, 20}
C. {1, 4, 15, 17, 18}
D. {14, 15, 16, 18, 19, 20}
E. {14, 15, 16, 17, 18, 19, 20}
Evaluate 1.25 × 10\(^2\) × 0.125 × 10\(^3\) × 12.5 × 10\(^{-4}\) leaving your answer in standard form
A. 1.995 × 10^{3}
B. 1.95 × 10^{2}
C. 1.95 × 10^{1}
D. 1.95 × 10^{-2}
E. 1.95 × 10^{-3}
What is the volume of a cube if the diagonal of one of the sides is \(\sqrt{50}\)cm?
A. 7.07cm\(^3\)
B. 50.0cm\(^3\)
C. 125.0cm\(^3\)
D. 353.4cm\(^3\)
E. 625.0cm\(^3\)
A cone was developed from a sector of a circle with radius10cm and an angle at the centre of 108°. What is the radius of the cone?
A. 9.0cm
B. 8.5cm
C. 7.2cm
D. 4.3cm
E. 3.0cm
If , sT = \(\sqrt{\frac{[(a + T)T]}{a}}\) what does T equal?
A. T = (a^{2}s^{2} – 1)
B. T = (a^{2}s^{2}– 1) ÷ a
C. T = a ÷ (a^{2} - s^{2})
D. T = a ÷ (a^{2}s^{2} – 1)
E. T = (as – 1)^{2}
What is the total surface area of a cuboid whose dimensions are 12cm × 8cm × 3cm?
A. 312cm\(^2\)
B. 96cm\(^2\)
C. 36cm\(^2\)
D. 24cm\(^2\)
E. 12cm\(^2\)
If sin 30° = 0.5, what is the cosine of its complement?
A. -0.866
B. -0.5
C. 0.0.5
D. 0.866
E. 1
Preview displays only 7 out of the 32 Questions