Does the set of residue classes (mod 3) form a group with respect to modular addition?
A) yes
B) no
C) can\t say
D) insufficient data
Correct Answer:
Verified
Q14: All groups satisfy properties
A)g-i to g-v
B)g-i to
Q15: An Abelian Group satisfies the properties
A)g-i to
Q16: A Ring satisfies the properties
A)r-i to r-v
B)g-i
Q17: A Ring is said to be commutative
Q18: An 'Integral Domain' satisfies the properties
A)g-i to
Q20: For the group Sn of all permutations
Q21: a(b+c) = ac+bc is the representation for
Q22: a.(b.c) = (a.b).c is the representation for
Q23: AES uses a _bit block size and
Q24: Like DES, AES also uses Feistel Structure.
A)true
B)false
C)cannot
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