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Test Level 1: Pie Chart - CAT MCQ


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20 Questions MCQ Test Level-wise Tests for CAT - Test Level 1: Pie Chart

Test Level 1: Pie Chart for CAT 2024 is part of Level-wise Tests for CAT preparation. The Test Level 1: Pie Chart questions and answers have been prepared according to the CAT exam syllabus.The Test Level 1: Pie Chart MCQs are made for CAT 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for Test Level 1: Pie Chart below.
Solutions of Test Level 1: Pie Chart questions in English are available as part of our Level-wise Tests for CAT for CAT & Test Level 1: Pie Chart solutions in Hindi for Level-wise Tests for CAT course. Download more important topics, notes, lectures and mock test series for CAT Exam by signing up for free. Attempt Test Level 1: Pie Chart | 20 questions in 40 minutes | Mock test for CAT preparation | Free important questions MCQ to study Level-wise Tests for CAT for CAT Exam | Download free PDF with solutions
Test Level 1: Pie Chart - Question 1
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Directions: Study the given information carefully and answer the following question.
The following pie chart shows the distribution of employees (in %) working in different departments of a company.
Total number of employees = 2400

What is the total number of employees working in Accounts, Production and Marketing?

Detailed Solution for Test Level 1: Pie Chart - Question 1

Number of employees working in Accounts = 17% of 2400 = 408
Number of employees working in Production = 28% of 2400 = 672
Number of employees working in Marketing = 14% of 2400 = 336
Therefore, total number of employees working in Accounts, Production and Marketing = 408 + 672 + 336 = 1416

Test Level 1: Pie Chart - Question 2
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Directions: Study the following information and answer the question that follows.
The percentage of employees in various departments in company A is as shown below.
There are 1800 employees in total.

How many employees are there in marketing and finance departments?

Detailed Solution for Test Level 1: Pie Chart - Question 2

10% of the total employees are in marketing and 7% in finance.
So, the number of employees in marketing and finance departments.
= (10 + 7)% of 1800
= 306

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Test Level 1: Pie Chart - Question 3
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Directions: Answer the given question based on the following information.
The pie chart below shows the expenditure of a company on different sectors.
Total budget of the company = Rs. 1660 crore

What is the average expenditure on marketing and sales?

Detailed Solution for Test Level 1: Pie Chart - Question 3

Average expenditure on marketing and sales = $\frac{22%\: of\: 1660\: crore\: +\: 18%\: of\: 1660\: crore}{2}=\frac{40%\: of\: 1660\: crore}{2}$
= 20% of 1660 crore
= (20/100) x 1660 crore
= 2 x 166 crore
= Rs. 332 crore

Test Level 1: Pie Chart - Question 4
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Directions: Answer the given question based on the following information.
The pie chart below shows the expenditure of a company on different sectors.
Total budget of the company = Rs. 1660 crore

What is the total expenditure on marketing, sales and finance?
Detailed Solution for Test Level 1: Pie Chart - Question 4

Expenditure on marketing, sales and finance = (22% + 18% + 18%) of 1660 crore = 58% of 1660 crore
= (58/100) x 1660 crore
= Rs. 962.8 crore

Test Level 1: Pie Chart - Question 5
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Directions: Answer the given question based on the following information.
The pie chart below shows the expenditure of a company on different sectors.
Total budget of the company = Rs. 1660 crore

What is the expenditure on R & D?
Detailed Solution for Test Level 1: Pie Chart - Question 5

Expenditure on R & D = 5% of 1660 crore
= (5/100) x 1660 crore
= Rs. 83 crore

Test Level 1: Pie Chart - Question 6
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Directions: Study the following pie charts and answer the question.

What is the total number of bikes and cars sold by company F?
Detailed Solution for Test Level 1: Pie Chart - Question 6

Total number of bikes sold by company F = 27000 x 0.14 = 3780
Total number of cars sold by company F = 32000 x 0.21 = 6720
Total bikes and cars sold by company F = 3780 + 6720 = 10500

Test Level 1: Pie Chart - Question 7
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Directions: Study the following pie charts and answer the question.

Total number of bikes sold by companies A, B and C is
Detailed Solution for Test Level 1: Pie Chart - Question 7

Total % of bikes sold by companies A, B and C = 17 + 12 + 12 = 41%
Number of bikes sold = 27000 × 0.41 = 11070

Test Level 1: Pie Chart - Question 8
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Directions: Study the following pie charts and answer the question.

What is the ratio of the number of bikes to that of cars sold by company E?
Detailed Solution for Test Level 1: Pie Chart - Question 8

Number of bikes sold by Company E = (17% of 27,000) = 4590
Number of cars sold Company E = (14% of 32,000) = 4480
Required ratio = 459 : 448

Test Level 1: Pie Chart - Question 9
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Directions: Study the following pie charts and answer the question.

What is the percentage of bikes sold by company G to the total sale of bikes and cars by all companies?
Detailed Solution for Test Level 1: Pie Chart - Question 9

Bikes sold by company G = 15% of 27000 = 4050
Total number of bikes and cars sold = 59000
Required percentage = (4050/59000) × 100 = 6.86%

Test Level 1: Pie Chart - Question 10
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Directions: The question is based on the following graph.
Pattern of Runs Scored by Lara in a Series of Six Test Matches.
Note : Runs scored are calculated to nearest whole number.
Total Runs = 664

From the pattern of the runs scored, Lara is strongest in which of the following regions?
Detailed Solution for Test Level 1: Pie Chart - Question 10

From the pie chart, It is observed that Lara scored 34% runs in the square leg region. Thus, he is the strongest in the square leg region.

Test Level 1: Pie Chart - Question 11
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Directions: The question is based on the following graph.
Pattern of Runs Scored by Lara in a Series of Six Test Matches.
Note : Runs scored are calculated to nearest whole number.
Total Runs = 664

Runs scored in the gully region form what percentage of runs scored in the fine leg region?
Detailed Solution for Test Level 1: Pie Chart - Question 11

Required percentage = (3% of 664)/(10% of 664) × 100 = (3/10) × 100 = 30%

Test Level 1: Pie Chart - Question 12
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Directions: The question is based on the following graph.
Pattern of Runs Scored by Lara in a Series of Six Test Matches.
Note : Runs scored are calculated to nearest whole number.
Total Runs = 664

Had Lara struck four more 4's in the cover region(provided all other percentages remain same), the percentage of runs he scored in the cover region as a percentage of total runs would have been
Detailed Solution for Test Level 1: Pie Chart - Question 12

Total runs after four more 4's = 664 + 16 = 680
Runs scored in the cover region after four more 4's = 664 × (17/100) + 16
New percentage of runs scored in the cover region as a percentage of total runs = $\frac{664\times 0.17+16}{664+16}$ × 100 = 18.95%

Test Level 1: Pie Chart - Question 13
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Directions: The question is based on the following graph.
Pattern of Runs Scored by Lara in a Series of Six Test Matches.
Note : Runs scored are calculated to nearest whole number.
Total Runs = 664

If Lara's average before the beginning of the first test of the series was 50.84 in 90 innings and he played a total of 11 innings in this series, the average score per innings of Lara at the end of the series was
Detailed Solution for Test Level 1: Pie Chart - Question 13

Total runs scored in 101(90 + 11) innings = 50.84 × 90 + 664
New average = $\frac{50.84(90)+664}{101}=\frac{5239.6}{101}$ = 51.9

Test Level 1: Pie Chart - Question 14
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Directions: The following pie charts give information about the percentage distribution of total notebooks of different brands sold by a book store during different months and the percentage distribution of profit earned from the sale of each brand: 

If the book store offered 20% discount on brand P notebooks and earned 20% profit, then what was the marked price per notebook of brand P?
Detailed Solution for Test Level 1: Pie Chart - Question 14

Let CP of a notebook of brand P be Rs. c.
0.2c = (12,600 x 0.35)/(4700 x 0.35) = Rs. 2.68
1.2c = Rs. 16.08
MP = 16.08/0.8 = Rs. 20.1

Test Level 1: Pie Chart - Question 15
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Directions: The following pie charts give information about the percentage distribution of total notebooks of different brands sold by a book store during different months and the percentage distribution of profit earned from the sale of each brand: 

The profit earned per notebook of brand Q is what percent of the profit earned per notebook of brand R?
Detailed Solution for Test Level 1: Pie Chart - Question 15

Profit earned per notebook of brand Q = (12,600 x 0.32)/(4700 x 0.46) = Rs. 1.86
Profit earned per notebook of brand R = (12,600 x 0.18)/(4700 x 0.14) = Rs. 3.45
Required Percent = (1.86 x 100)/3.45 = 53.91%

Test Level 1: Pie Chart - Question 16
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Directions: The following pie charts give information about the percentage distribution of total notebooks of different brands sold by a book store during different months and the percentage distribution of profit earned from the sale of each brand: 

If each notebook of brand S was sold at a 25% profit after offering a 30% discount, then what was its marked price?
Detailed Solution for Test Level 1: Pie Chart - Question 16

Let CP of each notebook of brand S be Rs. y and MP be Rs. z.
0.25y = (12,600 x 0.15)/(4700 x 0.05) = Rs. 8.04
y = Rs. 32.16
1.25y = Rs. 40.2
0.7z = 40.2
z = Rs. 57.43

Test Level 1: Pie Chart - Question 17
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Directions: Study the given pie chart carefully and answer the following question.
The following pie chart shows the total number of cars sold by eight car companies during the year 2016:

If the total number of cars sold by Ferrari was 44,000, then what was the difference between the total number of cars sold by Bugatti and that sold by Porsche?
Detailed Solution for Test Level 1: Pie Chart - Question 17

Let x be the total number of cars sold during the year 2016.
According to the question,

Or x = 
x = 3,16,800
Required Difference =  = 31,680

Test Level 1: Pie Chart - Question 18
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Directions: Study the given pie chart carefully and answer the following question.
The following pie chart shows the total number of cars sold by eight car companies during the year 2016:

What is the ratio of 20% of the total cars sold by Land Rover to 50% of the total cars sold by Audi?
Detailed Solution for Test Level 1: Pie Chart - Question 18

Let x be the total cars sold during the year 2016.
Let y be the total cars sold by Land Rover and z be the total cars sold by Audi.
From the pie chart, we get
y = $\frac{(48^{\circ})}{(360^{\circ})}\times x$
Also, z = $\frac{(36^{\circ})}{(360^{\circ})}\times x$
Required ratio:
20% of y : 50% of z
= $\frac{1}{5}\times y:\frac{1}{2}\times z$
= 2y : 5z
= 2 $\left ( \frac{(48^{\circ})}{(360^{\circ})} \times x\right )$ : 5 $\left ( \frac{(36^{\circ})}{(360^{\circ})}\times x \right )$
= 2 x 48 : 5 x 36
= 96 : 180
= 8 : 15

Test Level 1: Pie Chart - Question 19
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Directions: Study the given pie chart carefully and answer the following question.
The following pie chart shows the total number of cars sold by eight car companies during the year 2016:

If the number of cars sold by Maclaren is 36,000, then what is the sum of two-thirds of the cars sold by BMW and nine-tenths of the cars sold by Lamborghini?
Detailed Solution for Test Level 1: Pie Chart - Question 19

Let x be the total number of cars sold during 2016.
According to the question,

x = 
x = 4,32,000
Total cars sold by BMW
= 
= 62,400
Total cars sold by Lamborghini
= 
= 72,000
Required Sum
= 
= 41,600 + 64,800 = 106,400

Test Level 1: Pie Chart - Question 20
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Directions: Study the given pie chart carefully and answer the following question.
The following pie chart shows the total number of cars sold by eight car companies during the year 2016:

What percent more cars were sold by Ferrari and Land Rover together than sold by Porsche and Lamborghini together?
Detailed Solution for Test Level 1: Pie Chart - Question 20

Let x be the total cars sold during 2016.
Total cars sold by Ferrari and Land Rover
= $\frac{(50^{\circ}+48^{\circ})}{(360^{\circ})}\times x$
= $\frac{(98^{\circ})}{(360^{\circ})}x$
Total cars sold by Porsche and Lamborghini
= $\frac{(60^{\circ}+24^{\circ})}{(360^{\circ})}\times x$
= $\frac{(84^{\circ})}{(360^{\circ})}x$
Difference = $\frac{(98^{\circ})}{(360^{\circ})}x-\frac{(84^{\circ})}{(360^{\circ})}x$
= $\frac{(14^{\circ})}{(360^{\circ})}x$
Required percentage
=$\frac{(14\times /360)}{(84\times /360)}\times 100$= 16.67%

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