PWC Aptitude Test Past Questions And Answers [Free]
Are you looking to apply for a job at PWC and wondering how to prepare for the aptitude test? Look no further. PwC has a comprehensive aptitude test that assesses your numerical, verbal, and abstract reasoning skills, and it’s important to prepare adequately to ensure you perform your best on test day.
In this blog post, we’ll share some tips on how to prepare for the PwC aptitude test and provide you with access to free PWC aptitude test past questions And Answer to help you practice.
It’s important to know what to expect on test day so that you can prepare effectively. The PWC aptitude test consists of three sections: numerical reasoning, verbal reasoning, and abstract reasoning. Each section is timed, and you’ll have to answer a set number of questions within the allotted time.
The best way to prepare for the PwC aptitude test is to practice as much as you can. The more you practice, the more comfortable you’ll be with the test format, and the better you’ll be able to perform on test day.
To help you practice, we’ve provided free PwC aptitude test past questions that you can access on our website. These questions are similar to what you can expect on test day and will help you identify areas where you need to improve.
Sample PWC Aptitude Test Past Questions And Answers [Free]
NUMERICAL REASONING
1. Which mine can produce the greatest amount of units of electricity before it runs
out of coal?
A. Folen
B. Dirme
C. lit
D Ryken E. All Others
ANSWER: D
EXPLANATION
Again, the ‘Ryken’ mine extracts the least amount of coal and also still produces the
the highest amount of electricity. Also, it has a high amount of coal remaining in the
reservoir. This is another indication that it will produce the greatest before it runs out
of coal.
2. At the continued rate of extraction, in how many years is the coal from the Folen
Mine likely to run out?
A. 1.5 years
B. 3 years
C. 4.5 years
D 6 years E. 7 .5 years
ANSWER: A
EXPLANATION
The total amount of coal is 68,270,000 when 48324000 tonnes are extracted by
Folen mine is: =
68270000
46324000
= 1.47 ≈1.5
3.
The amount of Tequental sales in the Rest of the World is forecast to rise at 20%per year, while the amount of Tequental sales in Korea is expected to remain constant. How long will it take for Tequental sales in the Rest of the World to exceed those in Korea?
A. 1 year
B. 2 years
C. 3 years
D. 4 years
E. 5 years
ANSWER: C
EXPLANATION
Tequental sales in Korea = 44% (i.e 10% + 19% + 15%)
Tequental sales in Rest of the World = 20%
44% of $4000 = $1760
20% of $2000 = $800
For it to equal Korea = (1760/800)= 2.2 years
So for it to exceed Korea it would take > 2 years = 3 years
4. If there are 22.36 million homes in the UK, approximately how much money in total
do UK households pay for their electricity per year? Assume 365 days in a year.
A. £850,000
B. £2.94 million
C. £8 million
D £652 million E. £2,938 million
ANSWER: E
EXPLANATION
An average (i.e. one) UK household utilizes 4.5 units electricity per day. The amount
of electricity consumed by 22.36 million homes in a year is = 4.5 ×22,360,000 ×
365 = 36,726,300,000
The price for this is 36,726,300,000 ×0.08 = 2,938,104,000 . .2,938
5. What is the total number of units (in millions) of electricity produced each year based
on the current extraction rates of coal from all mines combined assuming all mines
have an endless supply of coal?
A. 1.05 million
B. 4.29 million
C. 7.87 million
D. 8.2 million
E. 11.9 million
ANSWER: D
EXPLANATION
To solve this, it must be noted that 1 tonne = 1000kg. And since the electricity
production is in units per kg, the value of the coal extracted from each mine must be
converted to kg. Also note: The extraction is given in thousand thus, the value given in the table must: be multiplied also by 1000 to get the actual value in tonnes Therefore the electricity production per year: For = (46324 × 1000 × 1000 × 17) = 787,508,000
For Dirme = (34953 × 1000 × 1000 × 12.3)= 429,921,900,000
For Lit = (74036 × 1000 × 1000 × 14.2)= 1,051,311,200,000
For Ryken= (13,684 × 1000 × 1000 × 21) = 287,364,000
For All Others = (385,306× 1000 × 1000 × 14.7) = 5,663,998,200,000
When summed up, the result is 8,220,103,300,000 . .8.2 ( )
VERBAL REASONING
In many organizations, middle management positions can be difficult, especially during periods of significant change. While trying to do their best to implement changes imposed by senior management. They may realize that promoting the interests of the organization often conflicts with their own best interests, and those
of their colleagues and subordinates. Such realizations can sometimes result in high levels of additional stress for those managers. No effective solution to this problem has been found and, if the way in
which most organisations operate does not change in some relevant way soon, it is
likely that we will see an increase in absenteeism and turnover amongst middle
managers.
1. Conflicts of interest are common for middle managers during periods of
organizational change.
A. True
B. false
C. Cannot say
ANSWER: TRUE A
2. Middle managers who realize that they have to implement changes that are
imposed upon them that are not in line with their own best interests, will always
experience stress as a result. ANSWER: FALSE (B)
A. True
B. false
C. Cannot say
ANSWER: FALSE B
3. If the way in which most organizations operate changes soon in some relevant
way, it is likely that we will see a decrease in absenteeism and turnover among middle managers.
A. True
B. false
C. Cannot say
ANSWER: CANNOT SAY C
4. Some middle managers have to operate in ways that may interfere with their own
interests.
A. True
B. false
C. Cannot say
ANSWER: TRUE A
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