Column A Column B Perimeter of a rectangle whose area is 676 m^2 and breadth 26 m 100 m

Correct Answer is : if the quantity in Column A is greater;

if the quantity in Column A is greater;

if the quantity in Column B is greater;

if the two quantities are equal;

if the relationship cannot be determined from the information given.

Quantitative Comparison Practice Test 3

Question : 24 of 50

Marks: +1, -0

Column A	Column B
Perimeter of a rectangle whose area is 676 $m^2$ and breadth 26 m	100 m

Solution:

Let length of rectangle = l
Area of rectangle = l × b
676 = l × 26
l = 26 m
Perimeter of a rectangle = 2 (l + b)
= 2 (26 + 26)
= 2 × 52 = 104 m

\table \Column \A, \Column \B ; 104 m ,100 m

So, Column A is greater than Column B.

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