Mathematics Past Questions

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Past Questions

4,407 questions
Question 1 of 20 4,407 total questions
Question 1531
waec 1997
Calculate the total surface area of a solid cone of slant height 15cm and base radius 8cm in terms of π
A64πcm2
B12Oπcm2
C184πcm2
D200πcm2
E32Oπcm2
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Question 1532
waec 1997
The length of the two parallel sides of trapezium are 6cm and 10cm and the perpendicular distance between them is 5cm. Find the area of the trapezium
A21cm2
B4Ocm2
C8Ocm2
D150cm2
E300cm2
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Question 1533
waec 1997

Two points P and Q are on longitude 67°W. Their latitudes differ by 90°. Calculate their distance apart in terms of π. (Take radius of the earth = 6400km).

A6400πkm
B6400km/π
C3200πkm
D3200km
E3200km/π
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Question 1534
waec 1997
In the triangle XYZ , XM is the altitude from X to YZ.XY = 13cm, XZ = 15cm and YM = 5cm. Find the length of YZ
A9cm
B12cm
C14cm
D19.85cm
E23cm
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Question 1535
waec 1997
If x varies over the set of real numbers, which of the following is illustrated in the diagram above?
A-2 ≤ x < 3
B-2 < x ≤ 3
C-2 < x < 3
D-2 ≤ x ≤ 3
Ex ≥ 3
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Question 1536
waec 1997
P varies inversely as the square of W. When W = 4, P = 9. Find the value of P when W = 9
A729/16
B6
C4
D16/9
E4/3
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Question 1537
waec 1997

Make q the subject of the relation t = √(pq/r  - r\(^2\)q)

Aq = \(\frac{rt^2}{(p - r^3)}\)
Bq = \(\frac{t^2}{(p - r^2)}\)
Cq = \(\frac{rt}{(p - r^3)}\)
Dq = \(\frac{(p - r^3)}{rt^2}\)
Eq = rt\(^2\)(p - r\(^3\))
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Question 1538
waec 1997

Solve the equations: 4x -y = 11; 5x + 2y = 4.

Ax = 6, y = 13
Bx = -2, y = -3
Cx = -2, y = 3
Dx = 2, y = -3
Ex = 2, y = 3.
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Question 1539
waec 1997

Which of the following equations has its roots as 4 and -5?

Ax2 + 4x - 20 = 0
Bx2 + x + 20 = 0
Cx2 - x + 20 = 0
Dx2 + x - 20 = 0
Ex2 - x - 20 = 0
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Question 1540
waec 1997
Solve me equation: 2/3 (x + 5) = 1/4(5x - 3)
A11/7
B18/23
C3
D43/7
E7
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Question 1541
waec 1997
Simplify log39 + log315 - log35
Alog319
Blog3
C3
D1
Eo
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Question 1542
waec 1997

A student found the approximate value of 0.02548 correct to two places of decimal instead of two significant figures. Find the percentage error.

A0%
B131/3%
C15 5/13%
D2/3%
E20%
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Question 1543
waec 1997
A and B are two sets. The number of elements in A∪B is 49, the number in A is 22 and number in B is 34. How many elements are in A ∩ E?
A105
B27
C15
D12
E7
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Question 1544
waec 1997

If P = {3, 5, 6} and Q = {4, 5, 6} then P∩Q equals

A{3, 4}
B{4, 5}
C{4, 6}
D{5, 6}
E{3, 5}
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Question 1545
waec 1997
Express (0.0425 / 2.5) as a fraction
A
17/10,000
B
17/1,000
C
17/250
D
17/100
E
17/10
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Question 1546
jamb 1997

In an examination, the result of a certain school is as shown in the histogram above. How many candidates did the school present?

A12
B16
C18
D19
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Question 1547
jamb 1997

The pie chart shows the income of a civil servant in a month. If his monthly income is N6000, find his monthly basic salary

AN2050
BN2600
CN3100
DN3450
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Question 1548
jamb 1997

In the figure, XYZ is a triangle with XY = 5cm, XZ = 2cm and XZ is produced to E making the angle < YZE = 150o. If the angle XYZ = \(\theta\), calculate the value of sin\(\theta\)

A\(\frac{3}{5}\)
B\(\frac{1}{2}\)
C\(\frac{2}{5}\)
D\(\frac{1}{5}\)
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Question 1549
jamb 1997

Find the volume of the prism

A990cm3
B880cm3
C550cm3
D495cm3
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Question 1550
jamb 1997
The figure shows circles of radii 3cm and 2cm with centres at X and Y respectively. The circles have a transverse common tangent of length 25cm. Calculate XY
A\(\sqrt{630}\)cm
B\(\sqrt{626}\)cm
C\(\sqrt{615}\)cm
D\(\sqrt{600}\)cm
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