If a wall clock falls and breaks into 2 pieces such that the addition of digits in the smaller piece is 31 and the digits in the bigger piece is 30. How did the wall clock break??
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It can only happen in the following scenario:
After thinking very hard finally I found out:
The clock cracks between 12 that is it splits 1 and 2.
The small piece is between:
9,10,11,1(part of 12)
sum =31.
now big piece:-
2(part of 12),1,2,3,4,5,6,7
sum=30
Now you will ask where is 8.
I would answer that the clock broke in such a way that digit 8 has been destroyed or it has split into two special characters and is not digit anymore.
Thanks.
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