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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?
C5 < C4
C3 > C6
C4 > C1
C4 > C2
- Given information:
- C2's area is greater than C5 but less than C1.
- C4's area is greater than C7 but less than C6.
- C5's area is more than C6.
- C7 has the smallest area.
- Analysis of options:
- Option 1: C5 < C4
- Not possible since C5 > C6 > C4.
- Option 2: C3 > C6
- Possible as C3's area is not compared.
- Option 3: C4 > C1
- Not possible since C4 < C6, and C1 is greater than C2.
- Option 4: C4 > C2
- Not possible since C4 < C6 and C6 < C5.
- Correct Option: Option 2: C3 > C6
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