1. Evaluate (212)^{3} -
(121)_{3} + (222)_{3}
A.
(313)_{3}
B.
(1000)_{3}
C.
(1020)_{3}
D.
(1222)_{3 }
A.
^{4}/_{5}
B.^{
5}/_{4}
C.
^{2}/_{5}
D.
^{6}/_{7}
3.
Nwankwo buys a watch of
₦10 and sells it at ₦6.50k. what is
his percentage loss?
A. 20%
B.
25%
C.
30%
D. 35%
4. An article costing N5 was sold
at a gain of 12.5%. Find the selling price?
A. ₦5.5
B.
₦6
C.
₦6. 25
D.
₦8
5.
Express 99 in base 10 to base two
A.
1100011_{2}
B.
1110011_{2}
C.
1100111_{2}
D.
1100010_{2}
6.
Convert 1101100011_{2} to base 8
A.
1534_{8}
B.
1453_{8}
C.
1543_{8}
D.
1173_{8}
7.
Find at what rate per annum simple interest ₦525 will amount ₦5888 in 3 years.
A.
4%
B.
4.5%
C.
6%
D.
3%
8.
If simple interest of ₦220 at 4% per annum is ₦44. Find the time.
A.
5^{1}/_{2}
B.
5.0
C.
50
D.
0.5
9.
Find the compound interest on ₦450 in 3 years at 4% per annum to the nearest
whole number.
A.
54
B.
56
C.
57
D.
58
10.
Muhammad invests ₦100 on
January 1st of each year at 4% per annum. Find the total amount on his investment at the end of 3
years.
A. ₦330.8
B.
₦324.1
C.
₦320.0
D.
₦324.6
11.
Find the range of values of x for which ½(x — 1) + ^{1}/_{3}(x + 2) <
A. x > -^{1}/_{5}
B.
x< -^{1}/_{5}
C.
-^{1}/_{5}< x ≤ 0
D.
None of the above
12.missing
14.
Solve for n given ^{n}P_{2} =110
A.
11
B.
12
C.
13
D.
14
17.
Solve the system
x –
5y + 3z = 9
2x
-y +4z =6
3x
– 2y + z=2
A.
x =^{1}/_{2}, y = 1, z= ^{3}/_{2}
B.
x =-^{1}/_{2}, y = -1, z= ^{3}/_{2}
C.
x = ^{1}/_{3}, y = -2, Z= ^{1}/_{3}
D.
x = ^{1}/_{3}, y =-1, z = ^{3}/_{2}
_{}
18.
Which term is 383 in the series 5 + 8 + 11 + 14 +….
A.
27^{th}
B. 127^{th}
C. 100^{th}
D.
160^{th}
19. A regular polygon is a
polygon with
A.
Equal sides, different angles
B.
Equal sides, equal angles
C.
Equal angles, different sides
D.
None of the above
20.
Find the sum of eight terms of 2, 6, 18,……
A. 6000
B.
6560
C.
6600
D.
6660
A.
r≤ 1
B.
|r|< 1
C.
r ≠ 1
D.
None
A.
3.2
B.
1.85
C.
2.1
D.
2.21
23. A number of the form An^{4} + bn^{2} + Cn + d where A = 4, b = 2, C = 2, d = 1 and n =10, is
divisible by
A. 9
B.
5
C.
7
D.
None of the above
24. Express (3 x 10^{4})(2 x
10^{6}) in standard form.
A. 6 x 10^{4}
B.
6 x 10^{6}
C.
6 x 10^{10}
D.
6 x 10^{24}
25. Approximate 5.3657 to 1 decimal place
A.
5.4
B.
5.3
C.
5.0
D.
None of the above
27.
Find n if ^{n}C_{3} = 84
A. 8
B.
9
C.
10
D.
11
In
the MAM Conference held in Enugu, 500 scholars attended. 200 of them could take
tea, 350 could take coffee and 10 did not take either coffee or tea. Use the
above statement to answer questions 29-31.
29.
How many scholars can take both tea and coffee.
A.
50
B.
55
C.
60
D.
65
30.
How many scholars can take tea only.
A.
120
B.
130
C.
150
D.
140
31.
How many scholars can take coffee only.
A.
290
B.
295
C.
300
D.
250
32.
Divide a line of length 60 cm into 4 parts whose ratios are 3:7:6:4
A.
9:21: 18:12
B.
7:21:18:19
C.
9:21:30:0
D.
None
33.
A particle is projected vertically upward from a point 34.3m above the ground
with initial velocity 29.3ms^{-1}. How fast is it moving when it is
73.5m above the ground?
A.
9.8m/s
B.
8.8m/s
C.
9.5 m/s
D.
10.2 m/s
Find
N when t = 8
A.
1468
B.
1368
C.
1495
D.
1478
35.
Which of the following represent the shaded portion in the figure below:
36.
In the figure below, if H is the centre of the circle, Find the circle value
of the angle marked X
A.
120˚
B.
60˚
C.
30˚
D.
240˚
37.
Let the point M has coordinates (-2, 6) and the point N has coordinates (5, 9).
Find the gradient of line MN
38.
The gradient of the line B is M_{1} and the gradient of the line CD is
M_{2}. The angle between lines AB and CD is:
39.
The equation of a circle centre (a, b), with radius 3 units is
A.
(x-y)^{2} + (y-b)^{2} + 9
B.
(x-a)^{2} + (y-b)^{2} =3
C.
(x+a)^{2} + (y+b)^{2} = 9
D.
(x-2a)^{2} + (y-2b)^{2} = 9
40.
_____ is a subset of the co-domain
A.
Image
B.
Function
C.
Range
D.
Domain
ANSWERS
1.
C
2. B
3.
D
4.
C
5.
A
6.
C
7.
D
8.
D
9.
B
10.
D
11.
B
12.
A
13.
A
14.
A
15. C
16. A
17. B
18. B
19.
B
20.
B
21.
B
22.
C
23.
A
24.
C
25.
A
26.
A
27.
B
28.
D
29.
C
30.
D
31.
A
32.
A
33.
B
34.
D
35.
B
36.
B
37.
A
38.
D
39.
B
40.
C
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