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Four-digit numbers are to be formed using the digits 1, 2, 3 and 4; and none of these four digits are repeated in any manner. Further,
1. 2 and 3 are not to immediately follow each other
2. 1 is not to be immediately followed by 3
3. 4 is not to appear at the last place
4. 1 is not to appear at the first place
How many different numbers can be formed?
6
8
9
None of the above
From the given conditions, for the four positions available : 1 cannot come at the first place. So 2, 3 and 4 can appear there. 4 cannot come at the last place. So 1, 2 and 3 can appear there. 2 and 3 cannot immediately follow each other. So 23 and 32 is not allowed. 1 cannot be immediately followed by 3. So 13 is not allowed. Let us list the possible numbers now - 2431 --- possible, does not violate any condition 2143 --- possible, does not violate any condition 3142 --- possible, does not violate any condition 3412 --- possible, does not violate any condition 3421 --- possible, does not violate any condition 4312 --- possible, does not violate any condition Hence, answer is (a). Total 6 numbers are possible.
By: Amit Kumar ProfileResourcesReport error
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