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MCQ Test: Caselets - 4 - Bank Exams MCQ


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20 Questions MCQ Test Data Interpretation for Competitive Examinations - MCQ Test: Caselets - 4

MCQ Test: Caselets - 4 for Bank Exams 2024 is part of Data Interpretation for Competitive Examinations preparation. The MCQ Test: Caselets - 4 questions and answers have been prepared according to the Bank Exams exam syllabus.The MCQ Test: Caselets - 4 MCQs are made for Bank Exams 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for MCQ Test: Caselets - 4 below.
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MCQ Test: Caselets - 4 - Question 1

Directions: Study the following information carefully and answer the questions given beside.
In an Island called Nucolar, only two tribes Bhainaa and Koliya lives. The populatin of Bhainaa is 50% more than that of Koliya. In the island, the ratio of males to females is 11 : 9 and in Koliya tribe the number of females is 40% less than that of male population and in Bhainaa tribe, the male populations are equal to that of female populations. The total number of female populations in Koliya tribe is 1200. 

Q. What is the ratio of the total population of the island to the total male populations of the Bhainaa tribe?

Detailed Solution for MCQ Test: Caselets - 4 - Question 1

The following common explanation , we get
The total population of the island = 8000 
The total male population of Bhainaa tribe = 2400 
The required ratio = 8000 : 2400 = 10 : 3 
Hence, option B is correct.

Common Explanations:
Let the population of Koliya = 2x then the ppulatin of Bhainaa = 150% of 2x = 3x ......... (i)
Let the number of males = 11a then the number of females = 9a ......... (ii)
In Koliya tribe, let the number of male = 5b then the number of female = (100 – 40)% of 5b = 60% of 5b = 3b = 1200
b = 400
the population of Koliya tribe = (5b + 3b) = 8b = 3200 = 2x (from the equation (i))
Then x = 1600
The population of Bhainaa tribe = 3x = 4800
The total population of the island = 3200 + 4800 = 8000
In Bhainaa tribe, the male population = c = the number of female populations
= 4800/2 = 2400
From the equation (ii)
The number of males = 
The number of female populations = 

MCQ Test: Caselets - 4 - Question 2

Directions: Study the following information carefully and answer the questions given beside.
In an Island called Nucolar, only two tribes Bhainaa and Koliya lives. The populatin of Bhainaa is 50% more than that of Koliya. In the island, the ratio of males to females is 11 : 9 and in Koliya tribe the number of females is 40% less than that of male population and in Bhainaa tribe, the male populations are equal to that of female populations. The total number of female populations in Koliya tribe is 1200. 

Q. In the island, the total number male populations are how much more than that of female population?

Detailed Solution for MCQ Test: Caselets - 4 - Question 2

The following common explanation, we get
The number of males = 
The number of female populations = 
The required difference = 4400 – 3600 = 800
Hence, option D is correct.

Common Explanations:
Let the population of Koliya = 2x then the ppulatin of Bhainaa = 150% of 2x = 3x ......... (i)
Let the number of males = 11a then the number of females = 9a ......... (ii)
In Koliya tribe, let the number of male = 5b then the number of female = (100 – 40)% of 5b = 60% of 5b = 3b = 1200
b = 400
the population of Koliya tribe = (5b + 3b) = 8b = 3200 = 2x (from the equation (i))
Then x = 1600
The population of Bhainaa tribe = 3x = 4800
The total population of the island = 3200 + 4800 = 8000
In Bhainaa tribe, the male population = c = the number of female populations
= 4800/2 = 2400
From the equation (ii)
The number of males = 
The number of female populations = 

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MCQ Test: Caselets - 4 - Question 3

Directions: Study the following information carefully and answer the questions given beside.
In an Island called Nucolar, only two tribes Bhainaa and Koliya lives. The populatin of Bhainaa is 50% more than that of Koliya. In the island, the ratio of males to females is 11 : 9 and in Koliya tribe the number of females is 40% less than that of male population and in Bhainaa tribe, the male populations are equal to that of female populations. The total number of female populations in Koliya tribe is 1200. 

Q. The total number of female population in Bhainaa tribe is how much percentage more than that of Koliya tribe?

Detailed Solution for MCQ Test: Caselets - 4 - Question 3

The following common explanation , we get
The total number of female population in Bhainaa tribe = 2400
The total number of female population in Koliya tribe = 1200
The reqd. % = 
Hence, option E is correct.

Common Explanations:
Let the population of Koliya = 2x then the ppulatin of Bhainaa = 150% of 2x = 3x ......... (i)
Let the number of males = 11a then the number of females = 9a ......... (ii)
In Koliya tribe, let the number of male = 5b then the number of female = (100 – 40)% of 5b = 60% of 5b = 3b = 1200
b = 400
the population of Koliya tribe = (5b + 3b) = 8b = 3200 = 2x (from the equation (i))
Then x = 1600
The population of Bhainaa tribe = 3x = 4800
The total population of the island = 3200 + 4800 = 8000
In Bhainaa tribe, the male population = c = the number of female populations
= 4800/2 = 2400
From the equation (ii)
The number of males = 
The number of female populations = 

MCQ Test: Caselets - 4 - Question 4

Directions: Study the following information carefully and answer the questions given beside.
In an Island called Nucolar, only two tribes Bhainaa and Koliya lives. The populatin of Bhainaa is 50% more than that of Koliya. In the island, the ratio of males to females is 11 : 9 and in Koliya tribe the number of females is 40% less than that of male population and in Bhainaa tribe, the male populations are equal to that of female populations. The total number of female populations in Koliya tribe is 1200. 

Q. What is the total number of male populations in the island?

Detailed Solution for MCQ Test: Caselets - 4 - Question 4

The following common explanation, we get
The number of males =
Hence, option B is correct.

Common Explanations:
Let the population of Koliya = 2x then the ppulatin of Bhainaa = 150% of 2x = 3x ......... (i)
Let the number of males = 11a then the number of females = 9a ......... (ii)
In Koliya tribe, let the number of male = 5b then the number of female = (100 – 40)% of 5b = 60% of 5b = 3b = 1200
b = 400
the population of Koliya tribe = (5b + 3b) = 8b = 3200 = 2x (from the equation (i))
Then x = 1600
The population of Bhainaa tribe = 3x = 4800
The total population of the island = 3200 + 4800 = 8000
In Bhainaa tribe, the male population = c = the number of female populations
= 4800/2 = 2400
From the equation (ii)
The number of males = 
The number of female populations = 

MCQ Test: Caselets - 4 - Question 5

Directions: Study the following information carefully and answer the questions given beside.
In an Island called Nucolar, only two tribes Bhainaa and Koliya lives. The populatin of Bhainaa is 50% more than that of Koliya. In the island, the ratio of males to females is 11 : 9 and in Koliya tribe the number of females is 40% less than that of male population and in Bhainaa tribe, the male populations are equal to that of female populations. The total number of female populations in Koliya tribe is 1200. 

Q. 20% of the total population of the island are below eighteen then total how many of people are above eighteen?

Detailed Solution for MCQ Test: Caselets - 4 - Question 5

The following common explanation , we get
The total population of the island = 8000 
The total population above eighteen = (100 – 20)% of 8000 = 80% of 8000 = 6400 
Hence, option B is correct.

Common Explanations:
Let the population of Koliya = 2x then the ppulatin of Bhainaa = 150% of 2x = 3x ......... (i)
Let the number of males = 11a then the number of females = 9a ......... (ii)
In Koliya tribe, let the number of male = 5b then the number of female = (100 – 40)% of 5b = 60% of 5b = 3b = 1200
b = 400
the population of Koliya tribe = (5b + 3b) = 8b = 3200 = 2x (from the equation (i))
Then x = 1600
The population of Bhainaa tribe = 3x = 4800
The total population of the island = 3200 + 4800 = 8000
In Bhainaa tribe, the male population = c = the number of female populations
= 4800/2 = 2400
From the equation (ii)
The number of males = 
The number of female populations = 

MCQ Test: Caselets - 4 - Question 6

Directions: Study the following information carefully and answer the questions given beside.
Chaman and Baman together bought 4 acres of agriculture land in the ratio of 5: 3 in the year 2015 and started cultivating wheat in the year 2016. In that year, Chaman being an elder brother gave 50 tons of wheat which was 8% of his total production of that year to Baman, now Baman’s total wheat quantity was increased by 25%. In the year 2017, Baman’s total wheat production was doubled over the previous year so he returned 10% of his total wheat produced quantity to Chaman now, after receiving from Baman, Chaman’s total wheat quantity was increased by 200/3 %. In the year 2018, both of them had produced an equal quantity of wheat and Chaman’s production of wheat was increased by 25% over the total quantity of wheat he had produced in the previous year. 

Q. What is the total quantity (in ton) of wheat produced by Chaman in the year 2018?

Detailed Solution for MCQ Test: Caselets - 4 - Question 6

Following the common explanation, we get
Total quantity (in ton) of wheat produced by Chaman in the year 2018 = 75 tons 
Hence, option D is correct.

Common explanation: In 2016, 8% of Chaman’s total production = 50 tons
Total production = 
Let the Baman’s total production = x tons then 25% of x= 50

x = 200 tons
In 2017,
Baman’s total production = 2 × 200 = 400 tons
10% of 400 = 40 tons he returned to Chaman
Let Chaman’s total production = y then (200/3)% of y = 40
2y/3 = 40
y = 60 tons = Chaman’s total production of wheat in 2017
In 2018, Chaman’s production of wheat = 125% of 60 = 75 tons = the total production of wheat for Baman in the year 2018

MCQ Test: Caselets - 4 - Question 7

Directions: Study the following information carefully and answer the questions given beside.
Chaman and Baman together bought 4 acres of agriculture land in the ratio of 5: 3 in the year 2015 and started cultivating wheat in the year 2016. In that year, Chaman being an elder brother gave 50 tons of wheat which was 8% of his total production of that year to Baman, now Baman’s total wheat quantity was increased by 25%. In the year 2017, Baman’s total wheat production was doubled over the previous year so he returned 10% of his total wheat produced quantity to Chaman now, after receiving from Baman, Chaman’s total wheat quantity was increased by 200/3 %. In the year 2018, both of them had produced an equal quantity of wheat and Chaman’s production of wheat was increased by 25% over the total quantity of wheat he had produced in the previous year. 

Q. What quantity of total wheat did Baman produce in the year 2017 and 2018 together?

Detailed Solution for MCQ Test: Caselets - 4 - Question 7

Following common explanation, we get
Quantity of total wheat Baman produced in the year 2017 and 2018 together = 400 + 75 = 475 tons 
Hence, option B is correct.

Common explanation:
In 2016, 8% of Chaman’s total production = 50 tons
Total production = 
Let the Baman’s total production = x tons then 25% of x= 50

x = 200 tons
In 2017,
Baman’s total production = 2 × 200 = 400 tons
10% of 400 = 40 tons he returned to Chaman
Let Chaman’s total production = y then (200/3)% of y = 40
2y/3 = 40
y = 60 tons = Chaman’s total production of wheat in 2017
In 2018, Chaman’s production of wheat = 125% of 60 = 75 tons = the total production of wheat for Baman in the year 2018

MCQ Test: Caselets - 4 - Question 8

Directions: Study the following information carefully and answer the questions given beside.
Chaman and Baman together bought 4 acres of agriculture land in the ratio of 5: 3 in the year 2015 and started cultivating wheat in the year 2016. In that year, Chaman being an elder brother gave 50 tons of wheat which was 8% of his total production of that year to Baman, now Baman’s total wheat quantity was increased by 25%. In the year 2017, Baman’s total wheat production was doubled over the previous year so he returned 10% of his total wheat produced quantity to Chaman now, after receiving from Baman, Chaman’s total wheat quantity was increased by 200/3 %. In the year 2018, both of them had produced an equal quantity of wheat and Chaman’s production of wheat was increased by 25% over the total quantity of wheat he had produced in the previous year. 

Q. In the year 2016, what was the ratio of average production of wheat per acre for Chaman to the average production of wheat per acre for Baman?

Detailed Solution for MCQ Test: Caselets - 4 - Question 8

Following common explanation, we get
Chaman’s land == 2.5 acres
Baman’s land = = 1.5 acres
Chaman’s production of wheat = 625 tons
Baman’s production of wheat = 200 tons
The reqd. ratio = 
25 × 15 : 8 × 25 = 15 : 8
Hence, option C is correct.

Common explanation:
In 2016, 8% of Chaman’s total production = 50 tons
Total production = 
Let the Baman’s total production = x tons then 25% of x= 50

x = 200 tons
In 2017,
Baman’s total production = 2 × 200 = 400 tons
10% of 400 = 40 tons he returned to Chaman
Let Chaman’s total production = y then (200/3)% of y = 40
2y/3 = 40
y = 60 tons = Chaman’s total production of wheat in 2017
In 2018, Chaman’s production of wheat = 125% of 60 = 75 tons = the total production of wheat for Baman in the year 2018

MCQ Test: Caselets - 4 - Question 9

Directions: Study the following information carefully and answer the questions given beside.
Chaman and Baman together bought 4 acres of agriculture land in the ratio of 5: 3 in the year 2015 and started cultivating wheat in the year 2016. In that year, Chaman being an elder brother gave 50 tons of wheat which was 8% of his total production of that year to Baman, now Baman’s total wheat quantity was increased by 25%. In the year 2017, Baman’s total wheat production was doubled over the previous year so he returned 10% of his total wheat produced quantity to Chaman now, after receiving from Baman, Chaman’s total wheat quantity was increased by 200/3 %. In the year 2018, both of them had produced an equal quantity of wheat and Chaman’s production of wheat was increased by 25% over the total quantity of wheat he had produced in the previous year. 

Q. What was the percentage decrease in Baman’s production of wheat in the year 2018 over the previous year?

Detailed Solution for MCQ Test: Caselets - 4 - Question 9

Following common explanation, we get
Total quantity (in ton) of wheat produced by Baman in the year 2018 = 75 tons 
Total quantity (in ton) of wheat produced by Baman in the year 2017 = 400 tons
The reqd. % increase =
Hence, option E is correct.

Common explanation:
In 2016, 8% of Chaman’s total production = 50 tons
Total production = 
Let the Baman’s total production = x tons then 25% of x= 50

x = 200 tons
In 2017,
Baman’s total production = 2 × 200 = 400 tons
10% of 400 = 40 tons he returned to Chaman
Let Chaman’s total production = y then (200/3)% of y = 40
2y/3 = 40
y = 60 tons = Chaman’s total production of wheat in 2017
In 2018, Chaman’s production of wheat = 125% of 60 = 75 tons = the total production of wheat for Baman in the year 2018

MCQ Test: Caselets - 4 - Question 10

Directions: Study the following information carefully and answer the questions given beside.
Chaman and Baman together bought 4 acres of agriculture land in the ratio of 5: 3 in the year 2015 and started cultivating wheat in the year 2016. In that year, Chaman being an elder brother gave 50 tons of wheat which was 8% of his total production of that year to Baman, now Baman’s total wheat quantity was increased by 25%. In the year 2017, Baman’s total wheat production was doubled over the previous year so he returned 10% of his total wheat produced quantity to Chaman now, after receiving from Baman, Chaman’s total wheat quantity was increased by 200/3 %. In the year 2018, both of them had produced an equal quantity of wheat and Chaman’s production of wheat was increased by 25% over the total quantity of wheat he had produced in the previous year. 

Q. What is the difference between the total quantity of wheat produced by Chaman in the given three periods to that by Baman in the given three periods? 

Detailed Solution for MCQ Test: Caselets - 4 - Question 10

Following common explanation, we get
The total quantity of wheat produced by Chaman in the given three periods = 625 + 60 + 75 = 760 tons
The total quantity of wheat produced by Baman in the given three periods = 200 + 400 + 75 = 675 
The required difference = 760 – 675 = 85 tons 
Hence, option C is correct.

Common explanation:
In 2016, 8% of Chaman’s total production = 50 tons
Total production = 
Let the Baman’s total production = x tons then 25% of x= 50

x = 200 tons
In 2017,
Baman’s total production = 2 × 200 = 400 tons
10% of 400 = 40 tons he returned to Chaman
Let Chaman’s total production = y then (200/3)% of y = 40
2y/3 = 40
y = 60 tons = Chaman’s total production of wheat in 2017
In 2018, Chaman’s production of wheat = 125% of 60 = 75 tons = the total production of wheat for Baman in the year 2018

MCQ Test: Caselets - 4 - Question 11

Directions: Study the following information carefully and answer the questions given beside.
In an annual examination of 12th board consisting only three subjects, Physics, Chemistry and Mathematics 400 students appeared from a college.  
400 students had passed in chemistry, 360 students had passed in physics, and 375 students had passed in mathematics. 80% of the total number of students had passed in all the three subjects. All those except 40 students, who had passed in mathematics also passed in physics and all those except 30 students, who had passed in physics also passed in chemistry. 85% of the total number of students who had passed in chemistry also passed in mathematics. 

Q. How many of students had passed only in chemistry?

Detailed Solution for MCQ Test: Caselets - 4 - Question 11

Students who had passed only in chemistry = f = 50 
Hence, option B is correct.

Common Explanation:

b = 375 – 320 – 40 = 15 = Passed only in Physics and Mathematics 
c = 85% of 400 – 320 = 340 – 320 = 20 
a = 360 – 320 – 30 = 10 
d = 360 – a – b – 320 = 360 – 10 – 15 – 320 = 15 
f = 400 – a – c – 320 = 400 – 10 – 20 – 320 = 50 
e = 375 – 320 – b – c = 375 – 320 – 15 – 20 = 20 

MCQ Test: Caselets - 4 - Question 12

Directions: Study the following information carefully and answer the questions given beside.
In an annual examination of 12th board consisting only three subjects, Physics, Chemistry and Mathematics 400 students appeared from a college.  
400 students had passed in chemistry, 360 students had passed in physics, and 375 students had passed in mathematics. 80% of the total number of students had passed in all the three subjects. All those except 40 students, who had passed in mathematics also passed in physics and all those except 30 students, who had passed in physics also passed in chemistry. 85% of the total number of students who had passed in chemistry also passed in mathematics. 

Q. The number of students who had passed only in Mathematics is what percent of the number of students who had passed only in Physics and Chemistry?

Detailed Solution for MCQ Test: Caselets - 4 - Question 12

The number of students who had passed only in Mathematics = e = 20
the number of students who had passed only in Physics and Chemistry = a = 10
Reqd. % = = 200%
Hence, option A is correct.

Common Explanation:

b = 375 – 320 – 40 = 15 = Passed only in Physics and Mathematics 
c = 85% of 400 – 320 = 340 – 320 = 20 
a = 360 – 320 – 30 = 10 
d = 360 – a – b – 320 = 360 – 10 – 15 – 320 = 15 
f = 400 – a – c – 320 = 400 – 10 – 20 – 320 = 50 
e = 375 – 320 – b – c = 375 – 320 – 15 – 20 = 20 

MCQ Test: Caselets - 4 - Question 13

Directions: Study the following information carefully and answer the questions given beside.
In an annual examination of 12th board consisting only three subjects, Physics, Chemistry and Mathematics 400 students appeared from a college.  
400 students had passed in chemistry, 360 students had passed in physics, and 375 students had passed in mathematics. 80% of the total number of students had passed in all the three subjects. All those except 40 students, who had passed in mathematics also passed in physics and all those except 30 students, who had passed in physics also passed in chemistry. 85% of the total number of students who had passed in chemistry also passed in mathematics. 

Q. The number of students who had passed in all the three subjects is how many times of the sum of all the students who had passed in exactly two subjects?

Detailed Solution for MCQ Test: Caselets - 4 - Question 13

The sum of all the students who had passed in exactly two subjects = b + c + a = 15 + 20 + 10 = 45
The number of students who had passed in all the three subjects = 320
Reqd. answer =
Hence, option A is correct.

Common Explanation:

b = 375 – 320 – 40 = 15 = Passed only in Physics and Mathematics 
c = 85% of 400 – 320 = 340 – 320 = 20 
a = 360 – 320 – 30 = 10 
d = 360 – a – b – 320 = 360 – 10 – 15 – 320 = 15 
f = 400 – a – c – 320 = 400 – 10 – 20 – 320 = 50 
e = 375 – 320 – b – c = 375 – 320 – 15 – 20 = 20 

MCQ Test: Caselets - 4 - Question 14

Directions: Study the following information carefully and answer the questions given beside.
In an annual examination of 12th board consisting only three subjects, Physics, Chemistry and Mathematics 400 students appeared from a college.  
400 students had passed in chemistry, 360 students had passed in physics, and 375 students had passed in mathematics. 80% of the total number of students had passed in all the three subjects. All those except 40 students, who had passed in mathematics also passed in physics and all those except 30 students, who had passed in physics also passed in chemistry. 85% of the total number of students who had passed in chemistry also passed in mathematics. 

Q. Find the sum of all the students who had passed in only two subjects?

Detailed Solution for MCQ Test: Caselets - 4 - Question 14

b + c + a = 15 + 20 + 10 = 45 
Hence, option C is correct.

Common Explanation:

b = 375 – 320 – 40 = 15 = Passed only in Physics and Mathematics 
c = 85% of 400 – 320 = 340 – 320 = 20 
a = 360 – 320 – 30 = 10 
d = 360 – a – b – 320 = 360 – 10 – 15 – 320 = 15 
f = 400 – a – c – 320 = 400 – 10 – 20 – 320 = 50 
e = 375 – 320 – b – c = 375 – 320 – 15 – 20 = 20 

MCQ Test: Caselets - 4 - Question 15

Directions: Study the following information carefully and answer the questions given beside.
In an annual examination of 12th board consisting only three subjects, Physics, Chemistry and Mathematics 400 students appeared from a college.  
400 students had passed in chemistry, 360 students had passed in physics, and 375 students had passed in mathematics. 80% of the total number of students had passed in all the three subjects. All those except 40 students, who had passed in mathematics also passed in physics and all those except 30 students, who had passed in physics also passed in chemistry. 85% of the total number of students who had passed in chemistry also passed in mathematics. 

Q. Find the ratio of the number of students who had passed in chemistry to the number of students who had passed in physics and mathematics both?

Detailed Solution for MCQ Test: Caselets - 4 - Question 15

The required ratio = 400 : (15 + 320) = 400 : 335 = 80 : 67 
Hence, option B is correct.

Common Explanation:

b = 375 – 320 – 40 = 15 = Passed only in Physics and Mathematics 
c = 85% of 400 – 320 = 340 – 320 = 20 
a = 360 – 320 – 30 = 10 
d = 360 – a – b – 320 = 360 – 10 – 15 – 320 = 15 
f = 400 – a – c – 320 = 400 – 10 – 20 – 320 = 50 
e = 375 – 320 – b – c = 375 – 320 – 15 – 20 = 20 

MCQ Test: Caselets - 4 - Question 16

Directions: Study the following information carefully and answer the questions given beside:
At a place there are 1200 followers of three BABAs – Baba1, Baba2 and Baba3, the number of male followers and the number of female followers are in the ratio of 7 : 5. Each follower follows at least one of these Babas. 10% of male followers follow Baba1 only, 20% follow Baba2 only and 12% follow Baba3 only. 10% follow only Baba1 and Baba3. 18% follow only Baba3 and Baba2 and 20% follow only Baba1 and Baba2. The remaining male followers follow all the Babas. 18% of female followers follow Baba1 only. 10% follow only Baba2 only and 12% follow Baba3 only. 20% follow only Baba1 and Baba3, 12% follow only Baba3 and Baba2 and 8% follow only Baba1 and Baba2. The remaining female followers follow all three Babas.

Q. What is the ratio of the number of male followers who follow Baba2 to the number of female followers who follow Baba1?

Detailed Solution for MCQ Test: Caselets - 4 - Question 16

Following the common explanation, we get
The number of male followers who follow Baba2 = 140 + 126 + 140 + 70 = 476
The number of female followers who follow Baba1 = 90 + 100 + 40 + 100 = 330
∴   Reqd ratio = 
Hence, option A is correct.

Common Explanation:
Total number of followers = 1200
And the given ratio of Male to Female = 7 : 5, Therefore, man will be 700 and female will be 500.

MCQ Test: Caselets - 4 - Question 17

Directions: Study the following information carefully and answer the questions given beside:
At a place there are 1200 followers of three BABAs – Baba1, Baba2 and Baba3, the number of male followers and the number of female followers are in the ratio of 7 : 5. Each follower follows at least one of these Babas. 10% of male followers follow Baba1 only, 20% follow Baba2 only and 12% follow Baba3 only. 10% follow only Baba1 and Baba3. 18% follow only Baba3 and Baba2 and 20% follow only Baba1 and Baba2. The remaining male followers follow all the Babas. 18% of female followers follow Baba1 only. 10% follow only Baba2 only and 12% follow Baba3 only. 20% follow only Baba1 and Baba3, 12% follow only Baba3 and Baba2 and 8% follow only Baba1 and Baba2. The remaining female followers follow all three Babas.

Q. What is the ratio of the total number of female followers who follow all the Babas to the total number of male followers who follow all three Babas?

Detailed Solution for MCQ Test: Caselets - 4 - Question 17

Following the common exaplantion, we get
Total number of female followers who follow all the Babas = 100
And the number of male followers who follow all the Babas = 70
Reqd ratio = 100 : 70 = 10 : 7
Hence, option A is correct.

Common Explanation:
Total number of followers = 1200
And the given ratio of Male to Female = 7 : 5, Therefore, man will be 700 and female will be 500.

MCQ Test: Caselets - 4 - Question 18

Directions: Study the following information carefully and answer the questions given beside:
At a place there are 1200 followers of three BABAs – Baba1, Baba2 and Baba3, the number of male followers and the number of female followers are in the ratio of 7 : 5. Each follower follows at least one of these Babas. 10% of male followers follow Baba1 only, 20% follow Baba2 only and 12% follow Baba3 only. 10% follow only Baba1 and Baba3. 18% follow only Baba3 and Baba2 and 20% follow only Baba1 and Baba2. The remaining male followers follow all the Babas. 18% of female followers follow Baba1 only. 10% follow only Baba2 only and 12% follow Baba3 only. 20% follow only Baba1 and Baba3, 12% follow only Baba3 and Baba2 and 8% follow only Baba1 and Baba2. The remaining female followers follow all three Babas.

Q. The number of male followers following only Baba2 is what per cent of the number of female followers who follow only Baba3 and only Baba1?

Detailed Solution for MCQ Test: Caselets - 4 - Question 18

Following the common explanation, we get
Total number of male followers following only Baba2 = 140
And, the total number female followers who follow only Baba3 and only Baba1 = 60 and 90

Hence, option B is correct.

Common Explanation:
Total number of followers = 1200
And the given ratio of Male to Female = 7 : 5, Therefore, man will be 700 and female will be 500.

MCQ Test: Caselets - 4 - Question 19

Directions: Study the following information carefully and answer the questions given beside:
At a place there are 1200 followers of three BABAs – Baba1, Baba2 and Baba3, the number of male followers and the number of female followers are in the ratio of 7 : 5. Each follower follows at least one of these Babas. 10% of male followers follow Baba1 only, 20% follow Baba2 only and 12% follow Baba3 only. 10% follow only Baba1 and Baba3. 18% follow only Baba3 and Baba2 and 20% follow only Baba1 and Baba2. The remaining male followers follow all the Babas. 18% of female followers follow Baba1 only. 10% follow only Baba2 only and 12% follow Baba3 only. 20% follow only Baba1 and Baba3, 12% follow only Baba3 and Baba2 and 8% follow only Baba1 and Baba2. The remaining female followers follow all three Babas.

Q. The total number of male followers following less than two Babas is what percent of the total number of female followers following more than one Baba?

Detailed Solution for MCQ Test: Caselets - 4 - Question 19

Following the common explanation, we get
The number of male followers who follow less than two Babas = 70 + 140 + 84 = 294
Total number female followers who follow more than one Baba = 60 + 100 + 40 + 100 = 300

Hence, option C is correct.

Common Explanation:
Total number of followers = 1200
And the given ratio of Male to Female = 7 : 5, Therefore, man will be 700 and female will be 500.

MCQ Test: Caselets - 4 - Question 20

Directions: Study the following information carefully and answer the questions given beside:
At a place there are 1200 followers of three BABAs – Baba1, Baba2 and Baba3, the number of male followers and the number of female followers are in the ratio of 7 : 5. Each follower follows at least one of these Babas. 10% of male followers follow Baba1 only, 20% follow Baba2 only and 12% follow Baba3 only. 10% follow only Baba1 and Baba3. 18% follow only Baba3 and Baba2 and 20% follow only Baba1 and Baba2. The remaining male followers follow all the Babas. 18% of female followers follow Baba1 only. 10% follow only Baba2 only and 12% follow Baba3 only. 20% follow only Baba1 and Baba3, 12% follow only Baba3 and Baba2 and 8% follow only Baba1 and Baba2. The remaining female followers follow all three Babas.

Q. The number of female followers following Baba3 only is approximately what per cent less than the number of male followers following Baba1 only?

Detailed Solution for MCQ Test: Caselets - 4 - Question 20

Following the common explanation, we get
The total number of female followers following only Baba3 = 60
And the total number of male followers following Baba1 only = 70


Hence, option B is correct.

Common Explanation:
Total number of followers = 1200
And the given ratio of Male to Female = 7 : 5, Therefore, man will be 700 and female will be 500.

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