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41. In the above problem, if the first digit cannot be 0, then
42100
421200
42400
421600
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42. In how many ways can 10 people be seated in a row so that a given pair is not next to each other?
10 ! - 9 !
10! - 2(9!)
9!
none of these
43. The number of ways to cut a six sided convex polygon whose vertices are labeled into four triangles using diagonal lines that do not cross is
13
14
12
11
44. Suppose a licence plate contains two letters followed by three digits with the first digit not zero. How many different licence plates can be printed?
608000
608200
608400
608600
45. Given nPr = 3024
Value of n will be
3
4
6
9
npr = 3024 = 9 x 8 x 7 x 6
Hence, n = 9
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