Authors: Philip Carter
Tags: #0470017740.pdf
The following is a mental arithmetic speed test of 30 questions,
which gradually increase in difficulty as the test progresses. You should
work quickly and calmly and try to think at all times of the quickest and
most efficient way of tackling the questions.
You have 45 minutes in which to solve the 30 questions.
The use of a calculator is not permitted in this test and only the
answer should be committed to paper, the object of the test being that
all the working out is done in your head.
1 What is 9 multiplied by 8?
2 What is 126 divided by 3?
3 What is 15 multiplied by 11?
4 What is 45% of 300?
5 Multiply 7 by 12 and divide by 6.
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6 Divide 56 by 8 and add 17.
7 What is 35% of 250?
8 What is 5 of 240?
8
9 Multiply 15 by 6 and subtract 29.
10 What is 3 of 92 plus 13?
4
11 Multiply 7 by 4 by 6.
12 Divide 52 by 4 and add 17 multiplied by 3.
13 What is 3206 divided by 7?
14 Add 32 þ 8 þ 18 þ 25.
15 What is 55% of 320?
16 What is 5 of 270?
9
17 Which is greater, 5 of 112 or 7 of 88?
8
8
18 Add 5683 to 1729 and divide by 2.
19 Divide 672 by 12.
20 Subtract 369 from 1250.
21 Add 2 of 90 to 5 of 78.
5
6
22 Multiply 72 by 15.
23 What is 8 expressed as a decimal?
40
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24 Deduct 865 from 1063.
25 Multiply 694 by 11.
26 Multiply 86 by 9 and add to 13 multiplied by 6.
27 What is 1000 less 5 of 117?
9
28 What is 5.9 þ 6.8 þ 7.34?
29 Deduct 7.3 from 34.2.
30 Multiply 6.85 by 7.
Test 2.13
Working with numbers
This test is a battery of 20 questions designed to measure your ability
to work with numbers and think numerically.
A time limit of 90 minutes is allowed.
The use of calculators is not permitted in this test; however,
written calculations are permitted.
1 How many minutes is it before 12 noon if 68 minutes ago it was
three times as many minutes past 10 a.m.?
2 Jack is three times as old as Jill, but in three years time he will
only be twice as old. How old are Jack and Jill?
3 Mal is one-and-a-half times as old as Sal, and Sal is one-and-a-half
times as old as Al. How old are Al, Sal and Mal if their combined
ages total 114?
4 If Alice gives Susan »6.00 the money they each have is in the
ratio 2 : 1; however, if Susan gives Alice »1.00 the ratio is 1 : 3.
How much money have Alice and Susan each before they
exchange any money?
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5 Bill and Ben share flower pots in the ratio of 3 : 5. If Bill has 180
flower pots, how many has Ben?
6 Tom, Dick and Harry wish to share out a certain sum of money
between them. Tom gets two-fifths, Dick gets 0.45 and Harry
gets »21.00. How much is the original sum of money?
7
How long are the sides of a rectangle which has a perimeter of 70
units and an area of 276 square units?
8 The call centre received its highest number of enquiries between
3 p.m. and 4 p.m., which was 40% more than the 250 enquiries it
received between 2 p.m. and 3 p.m. How many calls did the call
centre receive between 3 p.m. and 4 p.m.?
9 If A = 3, B = 4, C = 6 and D = 7, calculate the following:
(C Â D) À (B Â C)
(A þ C)
10 During the first week of a sale a suit originally costing »280.00
was reduced by 15%. At the beginning of the second week it was
reduced by a further 10%. What was the final sale price?
11 If my taxi journey takes 23 minutes and my train journey takes 49
minutes longer, what is my total travelling time in hours and
minutes?
12 In 7 years’ time the combined age of my sister and her three
children will be 92. What will it be in 4 years’ time?
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13 In a survey on the High Street on a Saturday afternoon, 5 of
16
women questioned had bought just cosmetics, 5 had bought just
8
clothing, while 115 women had just browsed and bought
nothing. How many women had just bought cosmetics and how
many had just bought clothing?
14 The average of three numbers is 19. The average of two of these
numbers is 24. What is the third number?
15 Tins of carrots cost 4 pence (»0.04) more if bought individually
than if bought in packs of 12. If a pack of 12 costs »5.76, what is
the cost of seven tins bought individually?
16 A batsman is out for 26 runs, which raises his batting average for
the season from 15 to 16. How many runs would he have had to
have scored to raise his average to 20?
17 A greengrocer ordered 4500 items of fruit consisting of apples,
oranges and plums in the ratio of 2 : 3 : 4, respectively. How many
of each item did he order?
18 If I drive 210 miles, how long will the journey take if I drive at an
average speed of 20 m.p.h. for 120 miles and an average speed of
30 m.p.h. for 90 miles, and have a 60 minute stop for
refreshments mid-way through the journey?
19 If five men can build a house in 21 days, how long will it take
seven men to build the house, assuming all men work at the same
rate?
20 At a recent small town election for mayor, a total of 972 votes
were cast for the four candidates, the winner exceeding his
opponents by 52, 78 and 102 votes, respectively. How many votes
were cast for each candidate?
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Test 2.14
Advanced numerical aptitude test
This test brings together a variety of different types of questions
designed to test your powers of calculation and computation and logical
reasoning.
A time limit of 60 minutes is allowed for completion of the 15
questions.
The use of a calculator is permitted in this test in respect of
questions 6, 7, 9, 11, 13 and 14 only, but written notes are permitted
throughout.
1
3
4
5
11
9
7
16
13
7
10
5
6
9
21
17
11
?
21
13
16
What number should replace the question mark?
2 A statue is being carved by a sculptor. The original piece of
marble weighs 250 kg. In the first week 35% is cut away, in the
second week 20% of the remainder is cut away and in the third
week 25% is chiselled away and polished to produce the finished
statue. What is the weight of the final statue?
3 10, 11, 9, 12, 8, 13, 7, 14, ?, ?
What are the next two numbers in the above sequence?
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4 783 : 59
395 : 32
579 : 44
666 : ?
5 Three coins are tossed in the air at the same time. What are the
chances that at least two of the coins will fall tails up?
6 A train travelling at a speed of 75 m.p.h. enters a tunnel that is
2.5 miles long. The length of the train is 0.25 miles. How long
does it take for all of the train to pass through the tunnel, from
the moment the front enters to the moment the rear emerges?
7
13
17
6
10
8
3
19
6
23
?
15
5
What number should replace the question mark?
8 10, 11, 14, 23, ?, 131
What number should replace the question mark?
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9
8
3
14
18
7
784
9
486
9
?
5
540
What number should replace the question mark?
10
7
8
4
19
3
14
5
22
2
7
?
27
12 29 27
?
What two numbers should replace the question marks?
11 I have collected 91 apples, which I wish to put into bags for
handing out to some of my neighbours. All bags must contain
the same number of apples and I wish to use as few bags as
possible. How many neighbours received a bag of apples and how
many apples did each bag contain?
12 I completed a journey by bus, rail and taxi. If the train fare cost
»27.35, the taxi fare cost »15.90 less than the train fare and the
bus fare cost »9.55 less than the taxi fare, how much did the total
journey cost me?
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13
?
64
27
125
216
What number should replace the question mark?
14 I have three rolls of turf, each measuring 20 metres long by 4
metres wide, with which I intend to cover two rectangular areas
of ground, one of which is 6 metres by 18 metres and the other
15.5 metres by 5.5 metres. How many square metres of turf will I
have left over?
15 Out of 144 guests at a conference, a quarter took their coffee with
sugar only, 5 took it with both milk and sugar, one out of every
8
16 guests took it with milk only and the rest took it black with
neither milk nor sugar. How many guests took it black with
neither milk nor sugar?
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Section III ^ Technical aptitude
With the explosion of information technology, technical aptitude testing
is becoming increasingly more important, as people with a higher
scientific and technical aptitude have the potential to master technology
much more effectively than someone with a lower technical aptitude.
Employing job candidates who have displayed a high level of technical
aptitude in technology-oriented jobs is, therefore, considerably more
cost-effective, in terms of both training and efficiency of performance,
in carrying out the job at the desired level.
As new technology continues to emerge and develop, it is
important to employers that they have the means at their disposal to
identify candidates who are able to learn these new technologies quickly
and are able to apply these skills in order to solve complex problems in
their jobs.
Test 2.15
Technical aptitude test
The following test consists of 15 questions that are designed to test
your general scientific knowledge, technical aptitude and powers of
mechanical reasoning and logic.
A time limit of 40 minutes is allowed.
The use of calculators is permitted in this test.
1
What percentage of the visible figure is shaded?
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2
What is the value of the internal angle of an octagon?
3 Brass is an alloy made from two metals, __________________ and __________________ .
Which two metals are missing?
a) copper and iron
b) copper and tin
c) iron and tin
d) nickel and tin
e) iron and nickel
f)
zinc and copper
g) iron and zinc
4
A nut is so tight on a screwed bolt you are having great difficulty
unscrewing it. Which of the following is the most effective in
freeing it?
a) cooling it
b) submerging it in warm water
c) heating it
d) none of the above
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5
What is the name of the above figure?
a) icosahedron
b) rhombus
c) ellipsoid
d) parallelepiped
e) rhomboid
6
3.5
0.75
1.75
0.75
1
2
0.75
(not to scale)
What is the area in square units of the figure above?
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7
G
H
A
B
C
F
D
E
AB = _________________ ; CD = __________________ ; EF = __________________ ; GH = __________________ .
Given that point C is the centre of the circle, insert the names of
the lines from the choice given below. One of the choices is not
used:
secant, chord, radius, tangent, diameter
8 __________________ is when heat travels from the warmed end of an object
towards the cool end. _ ________________ is when heat travels through space.
__________________ is when heat from a hotplate is transferred to water in a pan placed on the hotplate.