Question : Directions: The areas of seven circles C1, C2, C3, C4, C5, C6, and C7 are compared. The area of C2 is greater than C5 and less than C1. The area of C4 is greater than C7 and less than C6. The area of C5 is more than C6. If the area of C7 is the lowest, then which of the following options is correct?
Option 1: C5 < C4
Option 2: C3 > C6
Option 3: C4 > C1
Option 4: C4 > C2
Correct Answer: C3 > C6
Solution :
Given:
(I) The area of C2 is greater than C5 and less than C1.
C1 > C2 > C5
(II) The area of C4 is greater than C7 and less than C6.
C6 > C4 > C7
(III) The area of C5 is more than C6. The area of C7 is the lowest.
C3 > C1 > C2 > C5 > C6 > C4 > C7
So, after comparing each option C3 > C6 is true. Hence, the second option is correct.
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