At 02:17 AM 2/19/2007, Andre Engels wrote: >To understand these operators, you will have to think of the numbers >as binary numbers. Look at the digits. For two numbers x and y, x^y >is the effect of doing an exclusive or on all digits (that is, 0^1 = >1^0 = 1 and 0^0 = 1^1 = 0), & of doing an and (1&1 = 1, >1&0=0&1=0&0=0) and | is an or on all digits (1|1=1|0=0|1 = 1, 0|0 = 0). > >So 5^8 = 110 ^ 1000 = 0110 ^ 1000 = 1110 = 13 >and 13^8 = 1110 ^ 1000 = 0110 = 5
Thanks, Andre! I've got it for the three operators, for non-negative integers. But I'm not sure I understand how negative integers work. For example, is 3 & -3 = 1 because it is 11 & -11 = 01, and that's because one of the first digits of 11 and -11 is not 1, and both of their 2nd digits ARE 1, Q.E.D.? Also, of what practical use are these things? Dick _______________________________________________ Tutor maillist - Tutor@python.org http://mail.python.org/mailman/listinfo/tutor
