Alan & Grant Job Aptitude Tests Past Questions and Answers

This study pack – Alan & Grant Job Aptitude Tests Past Questions and Answers , will help you prepare faster for your best performance in the Alan & Grant Job Aptitude Tests .

A crucial part of your preparation is to practice previous years’ papers. This will help you understand the exam pattern, know the level of difficulty and ultimately, and help you answer questions correctly and speedily.

About the Alan and Grant Aptitude test format

Alan & Grant is a Nigeria psychometric test publisher, talent measurement consultancy, and occupational psychology specialist currently operating Nigeria.
Most A&G tests are delivered online via google forms. The test is usually short timed, usually about 15 to 20 questions and to be completed in 15 minutes. This format could however change as the company evolves.
Test sections include:

1. Numerical or Quantitative reasoning questions
2. Verbal reasoning questions
3. Financial literacy / Every day Economics.

This past questions pack will help you familiarize with questions we gathered over the course of 3 years.’

Sample Past questions from Alan and Grant Aptitude

NUMERICAL REASONING

1. The bearings of P and Q from a common point N are 020° and 300° respectively. If P and Q are also equidistant from N, find the bearing of P from Q.
A. 040°
B. 070°
C. 280°
D. 320°
Answer: B
Explanation
Hint: Simply make a sketch of the question and find the bearing to be 070°

2. A cylindrical tank has a capacity of 3080 m3. What is the depth of the tank if the diameter of its base is 14 m? (Take pi = 22/7)
A. 23 m
B. 25 m
C. 20 m
D. 22 m
Answer: C
Explanation
Capacity = 3080 m3
Base diameter = 14 m, thus radius = 7 m.
Volume of cylinder = capacity of cylinder = πr2h. = 3080
22/7 x 72 x h = 3080
h = 3080/(22×7)
h = 20 m

3. The chord ST of a circle is equal to the radius, r, of the circle. Find the length of arc ST.
A. πr/6
B. πr/2
C. πr/12
D. πr/3
Answer: D
Explanation
Since ST = the radius r, => SOT is equilateral.
Each angle = 60°
Length of arc ST = θ/360 x 2πr
= 60/360 x 2 x π x r = πr/3

4. Find the area bounded by the curves y = 4 – x2 and y = 2x + 1
A. 20(1/3) sq. units
B. 20(2/3) sq. units
C. 10(2/3) sq. units
D. 10(1/3) sq. units
Answer: C
Explanation
Hint:
y = 4 – x2
and y = 2x + 1
=> 4 – x2 = 2x + 1
=> x2 + 2x – 3 = 0
(x+3)(x-1) = 0
thus x = 1 or x = -3.
Integrating x2
+ 2x – 3
= 3x – x2
– x33
from (1, to -3) : 3 (1) – 12 – 133
– 3 (-3) – -32 – −333
= 53 + 9
will give 32/3 = 10 23

5. Find the rate of change of the volume, V of a sphere with respect to its radius, r when r = 1.
A. 12π
B. 4π
C. 24π
D. 8π
Answer:  B
Explanation
Volume of sphere, V = 4/3 x πr3
Rate of change of V = dv/dr
Thus if V = 4/3 x πr3,
=> dv/dr = 4πr2
At r = 1, Rate = 4 x π x 1 = 4π

VERBAL REASONING

1: Synonym of the work garbage is:
a) Trash
b) Recycle
c) Remove
d) Eliminate
Answer: a)

2: Which of the following word is opposite to the word light:
a) White
b) Black
c) Dark
d) Bright
Answer: C

3: The past participle of the word “bring” is:
a) Brigned
b) Brought
c) Bringing
d) Brings
Answer: B

4: Her thinking leans ____ democracy.
A) with
B) towards
C) for
D) None of these
Answer: B

5: He got too tired _____ over work.
A) because of
B) because off
C) on
D) for
Answer: A

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