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350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that:
350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that:
- In total 120 people like Tea and 160 people like Coffee.
- 46 people like all the three drinks.
- 62 people like both Tea and Hot chocolate.
- 53 people like both Hot chocolate and Coffee.
- 89 people like both Tea and Coffee.
Q. How many people like only Tea?
- a)14
- b)17
- c)9
- d)29
- e)15
Correct answer is option 'E'. Can you explain this answer?
Most Upvoted Answer
Instructions350 people are living in a particular village. There are t...
Solution:
To find out the number of people who like only Tea, we need to subtract the number of people who like Tea and any other combination of drinks from the total number of people who like Tea.
Let's break down the given information step by step and solve the problem.
Step 1: Identify the given information and convert it into Venn diagram notation.
Given:
- Total number of people in the village = 350
- Number of people who like Tea = 120
- Number of people who like Coffee = 160
- Number of people who like all three drinks (Tea, Coffee, and Hot chocolate) = 46
- Number of people who like both Tea and Hot chocolate = 62
- Number of people who like both Hot chocolate and Coffee = 53
- Number of people who like both Tea and Coffee = 89
Let's represent the Venn diagram using the given information.
```
T
/ \
/ \
/ \
H-------C
```
Step 2: Fill in the overlapping regions of the Venn diagram.
From the given information, we can fill in the overlapping regions as follows:
- Number of people who like both Tea and Hot chocolate = 62
- Number of people who like both Hot chocolate and Coffee = 53
- Number of people who like both Tea and Coffee = 89
- Number of people who like all three drinks (Tea, Coffee, and Hot chocolate) = 46
```
T
/ \
/ 46\
/ \
H-------C
```
Step 3: Calculate the number of people who like only Tea.
To find out the number of people who like only Tea, we need to subtract the number of people who like Tea and any other combination of drinks from the total number of people who like Tea.
Number of people who like only Tea = Number of people who like Tea - (Number of people who like both Tea and Hot chocolate + Number of people who like both Tea and Coffee + Number of people who like all three drinks)
Number of people who like only Tea = 120 - (62 + 89 + 46) = 120 - 197 = -77
Since the number of people cannot be negative, we can conclude that there is an error in the given information or question setup.
Therefore, it is not possible to determine the number of people who like only Tea based on the given information.
To find out the number of people who like only Tea, we need to subtract the number of people who like Tea and any other combination of drinks from the total number of people who like Tea.
Let's break down the given information step by step and solve the problem.
Step 1: Identify the given information and convert it into Venn diagram notation.
Given:
- Total number of people in the village = 350
- Number of people who like Tea = 120
- Number of people who like Coffee = 160
- Number of people who like all three drinks (Tea, Coffee, and Hot chocolate) = 46
- Number of people who like both Tea and Hot chocolate = 62
- Number of people who like both Hot chocolate and Coffee = 53
- Number of people who like both Tea and Coffee = 89
Let's represent the Venn diagram using the given information.
```
T
/ \
/ \
/ \
H-------C
```
Step 2: Fill in the overlapping regions of the Venn diagram.
From the given information, we can fill in the overlapping regions as follows:
- Number of people who like both Tea and Hot chocolate = 62
- Number of people who like both Hot chocolate and Coffee = 53
- Number of people who like both Tea and Coffee = 89
- Number of people who like all three drinks (Tea, Coffee, and Hot chocolate) = 46
```
T
/ \
/ 46\
/ \
H-------C
```
Step 3: Calculate the number of people who like only Tea.
To find out the number of people who like only Tea, we need to subtract the number of people who like Tea and any other combination of drinks from the total number of people who like Tea.
Number of people who like only Tea = Number of people who like Tea - (Number of people who like both Tea and Hot chocolate + Number of people who like both Tea and Coffee + Number of people who like all three drinks)
Number of people who like only Tea = 120 - (62 + 89 + 46) = 120 - 197 = -77
Since the number of people cannot be negative, we can conclude that there is an error in the given information or question setup.
Therefore, it is not possible to determine the number of people who like only Tea based on the given information.
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Community Answer
Instructions350 people are living in a particular village. There are t...
46 people like all the three drinks. We make following venn diagram –
Since 62 people like both Tea and Hot chocolate
62 – 46 = 16 people like only Tea and Hot chocolate
Since 53 people like both Hot chocolate and Coffee
53 – 46 = 7 people like only Hot chocolate and Coffee
Since 89 people like both Tea and Coffee
89 – 46 = 43 people like only Tea and Coffee.
Thus, number of people who like only Tea = 120 – 46 – 16 – 43 = 15
Thus, number of people who like only Coffee= 160 – 43 – 46 – 7 = 64
Number of people who like only Hot chocolate = 350 – 160 – 16 – 15 = 159
We get following venn diagram –
Hence, option E is the correct choice.
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Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer?
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Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? for Banking Exams 2025 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? covers all topics & solutions for Banking Exams 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer?.
Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? for Banking Exams 2025 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? covers all topics & solutions for Banking Exams 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer?.
Solutions for Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? in English & in Hindi are available as part of our courses for Banking Exams.
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Here you can find the meaning of Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer?, a detailed solution for Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? has been provided alongside types of Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice Instructions350 people are living in a particular village. There are three drinks Tea, Coffee and Hot chocolate available in the village. Each citizen has to vote for one or more of the three drinks which he/she like. It is known that: In total 120 people like Tea and 160 people like Coffee. 46 people like all the three drinks. 62 people like both Tea and Hot chocolate. 53 people like both Hot chocolate and Coffee. 89 people like both Tea and Coffee.Q.How many people like only Tea?a)14b)17c)9d)29e)15Correct answer is option 'E'. Can you explain this answer? tests, examples and also practice Banking Exams tests.
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