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Radix complement

Noun

Definitionen

1.NounThe number which, added to the given n-digit number in radix r, results in r n {\displaystyle r^{n}} . In binary ( r = 2 {\displaystyle r=2} ), this is the two's complement.
"The radix complement of 01100101 2 {\displaystyle 01100101_{2}} is 10011011 2 {\displaystyle 10011011_{2}} .; The radix complement of 138053 10 {\displaystyle 138053_{10}} is 861947 10 {\displaystyle 861947_{10}} .; The radix complement of 0423102 5 {\displaystyle 0423102_{5}} is 4021343 5 {\displaystyle 4021343_{5}} ."
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