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Bunuel
How many positive integers less than 1200 have no repeating digits ?

A. 648
B. 682
C. 794
D. 812
E. 817

Number of 1 digit numbers = 9

Number of 2 digit numbers = 9 * 9 (No 0 at the tens place and then 9 options for the units place) = 81

3 digit integers with no repeating digits = 9 * 9 * 8 = 648

Number of 4 digit numbers less than 1200: 1 0 _ _
Fill the remaining spots in 8*7 = 56 ways
Since no digit can be repeated we need to ignore the 1100 series. Our 4 digit numbers will be of the form 1023 etc only.

Total = 9 + 81 + 648 + 56 = 794

Answer (C)
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