The number of 5 digited numbers that contain 7 exactly once is
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a
41(93)
b
37(93)
c
7(94)
d
41(94)
answer is A.
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Detailed Solution
7 If 7 is in first place then the no of arrangements=94 . ( 2nd, 3rd,4th,5th blanks can be filled in 9 ways each ) If 7 is in any one of the remaining 4 places then no of arrangements =4×8×93 (The first place can be filled in 8 ways (except 0 and 7) and the remaining 4 blanks can be filled in 4×93 ways) The number of 5 digited numbers that contain 7 exactly once is = 94+ 8×4×93 =93(9+32)=41(93)