Aptitude Sample Questions
Question (1)
The following paragraphs are from a first year apprentice workbook.
Read the paragraphs and answer the questions.
Included in this workbook are review questions and practical assignments for each of the eight sections of this learning module. The review questions will test your knowledge and can be attempted either as homework or as the teacher directs. The answers to the questions are also included at the end of the workbook. The practical assignments will form part of each lesson and will allow you to practice what you have learnt. These assignments will also train you to use electrical measuring equipment and how to work on an electrical circuit with safety.
At the end of the module you’ll be given a competency test. You need to pass all sections of the test to pass the module. If you fail any of the parts, you’ll be allowed a retest, of the incomplete sections. Each test has a number of parts, in which a certain number of questions need to be answered correctly.
Answer:
Answer the following:
a)
6 + 4 X 2
=
b)
21 ÷ 7 – 4
c)
(12 + 4) ÷ 4
d)
(5 – 8)˛
e)
2 (10 – 4) X 3
f)
8 + 3 X 4 ÷ 2 – 1
a) i)
7 + 8
ii)
9 + 12
b) i)
18 – 7
112 – 93
c) i)
6 X 7
11 X 12
d) i)
24 divided 8
72 divided 12
e) i)
8˛
Ö9
iii)
Ö169
Question (4) Percentage
10% of $628
20% of $200
Question (5) Estimation
An electrician is employed to wire twelve identical residential units. Each unit requires sixty-two metres of 2.5mm² cable to wire the power circuits. 2.5mm² cable is sold on 100 metre drums.
Estimate how many drums of 2.5mm² cable are required to wire the power circuits in all of the units.
Question (6) Transposition
Transpose the following:
(Please use capital letters for your answers)
RT R2
= =
R1 + R2
I V
V R
PYTHAGORAS’ THEOREM
The following diagram is a right-angled triangle.
A
B
The length of the sides of the triangle can be calculated using the formula.
C² = A² + B²
Question (7)
(Please round answers to the second decimal place)
8cm
C =
TRIGONOMETRIC RATIOS
The length of the sides and the angles within a right-angled triangle can be determined using trigonometry.
Opposite
Adjacent
Sin f = Opposite
Cos f = Adjacent
Tan f = Opposite
Hypotenuse
Question (8)
14cm
Z =
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