The speed of six bikes B1, B2, B3, B4, B5 and B6 has been compared. The speed of the B6 exceeds just three bikes. No two bikes have the same speed. The speed of B4 is more than that of B2 but less than that of B6. The speed of B3 is not less than that of B5. The speed B2 is not minimum. If the speed of B5 is not less than that of B2, then which of the following pair of bikes has more speed than that of B4?
The speed of six bikes B1, B2, B3, B4, B5 and B6 has been compared. The speed of the B6 exceeds just three bikes. No two bikes have the same speed. The speed of B4 is more than that of B2 but less than that of B6. The speed of B3 is not less than that of B5. The speed B2 is not minimum. If the speed of B5 is not less than that of B2, then which of the following pair of bikes has more speed than that of B4? Correct Answer B5, B3
The speed of six bikes B1, B2, B3, B4, B5 and B6 has been compared.
i) The speed of the B6 exceeds just three bikes.
ii) The speed of B4 is more than that of B2 but less than that of B6.
iii) The speed B2 is not minimum.
_ > _ > B6 > B4 > B2 > _
iii) The speed of B3 is not less than that of B5.
iv) If the speed of B5 is not less than that of B2 (Thus we can conclude B5 cannot be the lowest of all.
B3 > B5 > B6 > B4 > B2 > _
We left with B1 which will be at lowest.
B3 > B5 > B6 > B4 > B2 > B1
Thus the B5, B3 is the pair of bikes which has more speed than that of B4.
Hence, the correct answer is "Option 2".