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Q.

The number of ways in which 10 candidates A1,A2,…,A10 can be ranked such that A1, is always above A10 is

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a

5!

b

2(5!)

c

10!

d

1210!

answer is D.

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Detailed Solution

Two positions for A1, and A10 can be selected in  10C2 ways. Rest eight students can be ranked in 8! ways.Hence, total number of ways is   10C2×8!=(1/2)(10!)
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