Comprehension

Refer to tint following line graph which represents the rainfall in inches during the months of January through July in a particular year in a certain city.
The graph represents the amount of rainfall in inches from the month of January to July
In each of those questions two quantities are given, one in column A and one in column B. Compare the two quantities.

Question: 1

Column AColumn B
The ratio of rainfall between the months February and July2:3

Updated On: Oct 7, 2024
  • The two quantities are equal
  • The quantity in column B is greater
  • The quantity in column A is greater
  • The relationship cannot be determined from the information given.
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The Correct Option is C

Solution and Explanation

Column A :
Rainfall in the month February = \(1.4\)
Rainfall in month July = \(2\)
Ratio = \(1.4:2\)
\(0.7:1\)
Column B:
\(2:3 = 0.67\)
So, Quantity A > Quantity B

The correct option is (C): The quantity in column A is greater

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Question: 2

Column AColumn B
The average monthly rainfall recorded for the 7 months1.9 inches

Updated On: Oct 7, 2024
  • The two quantities are equal
  • The quantity in column B is greater
  • The quantity in column A is greater
  • The relationship cannot be determined from the information given.
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The Correct Option is B

Solution and Explanation

Column A:
The average monthly rainfall recorded for the \(7\) months is 
\(\Rightarrow\;\)\(0.4+1.4+2.2+2.8+2.4+1.4+2 = 12.6\)
\(\therefore\;\)Average = \(\frac{12.6}{7} = 1.8\)
Column B:
\(1.9\)
So, Quantity B > Quantity A

The correct option is (B): The quantity in column B is greater

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Question: 3

Column AColumn B
\(122\frac{1}{2}\)% of all the rain that fell during the 7-month periodThe amount of rainfall during Rainfall during the month of February.

Updated On: Oct 7, 2024
  • The two quantities are equal
  • The quantity in column B is greater
  • The quantity in column A is greater
  • The relationship cannot be determined from the information given.
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The Correct Option is C

Solution and Explanation

Column A:
Total rain fell in 7 months = \(126\)
\(\Rightarrow\;\)\(\frac{25}{2}\% \;of \;12.6 = 1.575\)
Column B:
Rainfall in month of Feb = \(1.4\)
So, Quantity A > Quantity B 

The correct option is (C): The quantity in column A is greater

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Question: 4

Column AColumn B
The ratio between the average rainfall in May and JanuaryThe ratio between the average rainfall in April and February

Updated On: Oct 7, 2024
  • The two quantities are equal
  • The quantity in column B is greater
  • The quantity in column A is greater
  • The relationship cannot be determined from the information given.
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The Correct Option is C

Solution and Explanation

Column A
The ratio between average rainfall in average rainfall in May and January
\(\Rightarrow\;\)\(1.4 + \frac{2.4}{2} = 1.9\)
Column B
The ratio between the average rainfall in April and February
\(1.4+\frac{2.8}{2} = 2.1\)
So, Quantity B > Quantity A

The correct option is (B): The quantity in column B is greater

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