6. There is a convolutional code generated by an encoder with connecting polynomials: g(D) = D + D2 92(D) = 1 +D 93(D) = 1 + D + D2 to. Determine the parameters k, n, r, m of the encoder. b. What is the octal description of the code? c. Draw the encoder connection diagram. d. Draw the state diagram of the encoder. and. Draw the tree diagram of the encoder. F. Draw the trellis diagram. g. Determine the output sequence for a 101011 input sequence and zero-tail termination. h. If the code-sequence from the previous point is transmitted through a BSC that produces a 000100101000010000 error sequence, determine the code-sequence and the output information of a Viterbi decoder for the code in question. Show some intermediate steps of the decoding process. How many errors were corrected? 91(D) = D + D2 g2(D) = 1 + D 93(D) = 1 + D + D2 = 6. There is a convolutional code generated by an encoder with connecting polynomials: g(D) = D + D2 92(D) = 1 +D 93(D) = 1 + D + D2 to. Determine the parameters k, n, r, m of the encoder. b. What is the octal description of the code? c. Draw the encoder connection diagram. d. Draw the state diagram of the encoder. and. Draw the tree diagram of the encoder. F. Draw the trellis diagram. g. Determine the output sequence for a 101011 input sequence and zero-tail termination. h. If the code-sequence from the previous point is transmitted through a BSC that produces a 000100101000010000 error sequence, determine the code-sequence and the output information of a Viterbi decoder for the code in question. Show some intermediate steps of the decoding process. How many errors were corrected? 91(D) = D + D2 g2(D) = 1 + D 93(D) = 1 + D + D2 =