Or search by topic
By these rules NRICH can at first change to RNICH but not to RINCH. What are the other orders of the letters of the word NRICH that can be obtained in just one change of this sort?
The following example shows very simple 'bell music' starting with a round and ending with a round of 4 bells, showing 8 of the 24 possible permutations, or orders.
1234
2143
2413
4231
4321
3412
3142
1324
1234
Can you find the changes so that, starting and ending with a round, all the 24 possible permutations are rung once each and only once?