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IF I b. Consider convolutional encoder with constraint length=4. The connection vectors are given by 91...
Consider a convolutional code with code rate R 1/2,k- 1, and constraint length L-3. The generators a) Find the output for input 10100 based on the trellis diagram of this convolutional code. (6 marks) b) Suppose that the received sequence is 1110110010. Use the Viterbi algorithm to find the most likely transmitted data sequence. (10 marks) Consider a convolutional code with code rate R 1/2,k- 1, and constraint length L-3. The generators a) Find the output for input 10100 based...
5) Decoders: Given the following circuit, S0 and S1 are computed using a 4-2 priority encoder with the priorities indicated on the figure. (hint: IDLE signal is always 0, if any of the inputs 10,11,12, or 13 is 1) 6 points) 4-to-2 Priority Encoder 10 YO YI 13 IDLE 13> 11 > 12>10 12 Full c Adder So Fill the following table showing the output signals S0 and SI given the input signals w, x, y, a) and z. Prof...
4. Consider the reaction energy diagram below. Consider the "potential energy" to be equal to enthalpy. Potential energy Reaction progress First, indicate on the diagram the activation energy, transition state, and the change of enthalpy for every step of this step-wise process, as well as the change in enthalpy for the overall reaction. Then, answer the following questions: (i) How many elementary steps are there in the mechanism of this reaction? (ii) Which of these steps is the rate-determining step?...
Hi, I need the full worked solution for parts (ii) and (iii) of this question please :) The final answers to all parts are given below the questions. I do not need the solution to part (i). Thank you for your help! (Would greatly appreciate proper steps with clear handwriting thank you~) Question 5 A ladder of mass m may be modelled as a uniform rod of length a, stands on a rough horizontal surface at A and rests against...
4. Consider the periodic function given below: f(x)-x 0 ㄨㄑㄧ (i) State its fundamental period, and sketch the function for 3 periods. (5 marks) i) Find the Fourier series of the given periodic function, and expand the series to give the first three non-zero a and b terms (15 marks) ii) Use the answer obtained in Q4(ii) and the given periodic function, find the sum of the series 4(2n-1 )2 (5 marks)
5. Vector operations I (20 points) Given the vectors ที-2і + 1it 1k and r2-1 i + 2j + 1k find (i) +6 (ii) ř2-ri, (iii) the dot product, and (iv) the angle θ between the two vectors. 6. (BONUS 5 points) Find (i) the vectorial sum and ii) the dot. product between the 4-dimensional vectors:
Consider the following three vectors in ; v1 = (1, 7, −2), v2 = (4, 3, 5), v3 = (2, −11, 9): i) Say whether v1, v2, v3 are linearly dependent or linearly independent. (Justify) ii) Say if v1, v2, v3 generate . (justify) iii) If it exists, determine the constants c1, c2, c3, such that c1v1 + c2v2 + c3v3 = (0, −5, 13/5), or argue why it cannot be written as a linear combination. We were unable to...
Finite state machines & Regular Expressions Please select the best option 1. For the following questions Let r, s, t be regular expressions for the same alphabet "á" (left column). Get the property on the right side that produces equality for each regular expression. 2. From the diagram of the solution M = (Σ, Q, s,, F) is respectively: e would be NONE. 3. The following graph corresponds to a diagram of: A. Transition machine and states b. Transition...
discrete math a. For the finite state automaton given by the transition diagram, find the states, the input symbols, the initial state, the accepting states and write the annotated next-state table (inspired by Johnsonbaugh, 1997, p. 560). (4 marks) 02 (Johnsonbaugh, 1997, p. 560) a. Prove that k () = n(" - 1) for integers n and k with 1 Sks n, using a i. combinatorial proof; (3 marks) I ii. algebraic proof. (3 marks)
b) A sequential circuit is constructed with one T flip-flop A, one D flip-flop B and one input X, when X=0, the state of the circuit remains the same.When X=1, the circuit goes through the transitions from 00 to 01 to 11 to 10 back to 00, repeat. (i) Draw the state transition diagram (ii) Construct the state Table (iii) Draw the circuit.