Q10 A linear cyclic block code (n, k) has code length of n = 14 and has generator polynomial g(x) = 1 + x + x (a) Determine the number of information and parity check bits in each code vector. (b) Determine the number of code vectors in the code. (c) Determine the generator and parity check matrices of the code since g(x) xg() x^2g(x) G= x^7g(x) (d) Determine the minimum Hamming distance of the code. Q10 A linear cyclic block code (n, k) has code length of n = 14 and has generator polynomial g(x) = 1 + x + x (a) Determine the number of information and parity check bits in each code vector. (b) Determine the number of code vectors in the code. (c) Determine the generator and parity check matrices of the code since g(x) xg() x^2g(x) G= x^7g(x) (d) Determine the minimum Hamming distance of the code