The sum of any two vectors in subset S is also in S. This is called as(a) Addition property(b) Subset property(c) Closure property(d) Similarity propertyI had been asked this question during an interview.This key question is from Cyclic Codes and Linear Block Codes in section Channel Coding of Digital Communications

The sum of any two vectors in subset S is also in S. This is called as

1.	The sum of any two vectors in subset S is also in S. This is called as(a) Addition property(b) Subset property(c) Closure property(d) Similarity propertyI had been asked this question during an interview.This key question is from Cyclic Codes and Linear Block Codes in section Channel Coding of Digital Communications
Answer» The correct choice is (c) Closure PROPERTY The explanation: The closure property states that the SUM of any TWO VECTORS in subset S is ALSO in S.

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