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What do ratio-based problems involve in order and ranking reasoning?
- a)Determining the position of a person from left or right end
- b)Finding the number of persons between two people
- c)Interchanging the positions of two people
- d)Finding the rank of a person based on a given ratio
Correct answer is option 'D'. Can you explain this answer?
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What do ratio-based problems involve in order and ranking reasoning?a)...
Ratio-based problems in order and ranking reasoning require finding the position or rank of a girl or a boy when the ratio between them is given.
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What do ratio-based problems involve in order and ranking reasoning?a)...
Understanding Ratio-Based Problems in Order and Ranking Reasoning
Ratio-based problems in order and ranking reasoning primarily involve determining the relative positions of individuals based on given ratios. Here's a detailed breakdown of why option 'D' is the correct answer.
Importance of Ratios
- Ratios are comparisons between two quantities, indicating how many times one value contains or is contained within the other.
- In ranking scenarios, ratios help establish a person's standing in relation to others based on performance, height, age, etc.
Finding Ranks Using Ratios
- When provided with a ratio, such as "A is twice as fast as B," one can derive the relative ranks.
- By setting up equations based on the ratios, one can determine the positions of individuals in a sorted order.
Other Options Explained
- a) Determining the position of a person from left or right end: This involves physical positioning rather than ratios.
- b) Finding the number of persons between two people: This focuses on counting and does not require understanding ratios.
- c) Interchanging the positions of two people: This is a positional shift, unrelated to the concept of ranking based on ratios.
Conclusion
- Therefore, option 'D' is correct because it directly involves using ratios to ascertain a person's rank, which is the essence of ratio-based problems in order and ranking reasoning.
- Mastering this will enhance your ability to analyze and solve similar problems effectively.
Ratio-based problems in order and ranking reasoning primarily involve determining the relative positions of individuals based on given ratios. Here's a detailed breakdown of why option 'D' is the correct answer.
Importance of Ratios
- Ratios are comparisons between two quantities, indicating how many times one value contains or is contained within the other.
- In ranking scenarios, ratios help establish a person's standing in relation to others based on performance, height, age, etc.
Finding Ranks Using Ratios
- When provided with a ratio, such as "A is twice as fast as B," one can derive the relative ranks.
- By setting up equations based on the ratios, one can determine the positions of individuals in a sorted order.
Other Options Explained
- a) Determining the position of a person from left or right end: This involves physical positioning rather than ratios.
- b) Finding the number of persons between two people: This focuses on counting and does not require understanding ratios.
- c) Interchanging the positions of two people: This is a positional shift, unrelated to the concept of ranking based on ratios.
Conclusion
- Therefore, option 'D' is correct because it directly involves using ratios to ascertain a person's rank, which is the essence of ratio-based problems in order and ranking reasoning.
- Mastering this will enhance your ability to analyze and solve similar problems effectively.
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What do ratio-based problems involve in order and ranking reasoning?a)Determining the position of a person from left or right endb)Finding the number of persons between two peoplec)Interchanging the positions of two peopled)Finding the rank of a person based on a given ratioCorrect answer is option 'D'. Can you explain this answer?
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