If from a Discrete Invariant Linear System, it is known that H{¹u[n]} = [11(" + (6n + 1)(-)"]u[n] n-lu[n]} = [1 + (6n+1)] [n] using z-transforms, obtain: a) h[n]their impulsive response; b) representación canónica controlable y su diagrama de simulación. c) y[n], your response to the input signal x[n] = 2(-)³u[n] yes y[0] = 4 and_y[1] = -2

Inverse z transform x(n)

Question 15 Using Karnaugh-Map technique, simplify the following Boolean functions. F(.B.CD) ΕΣm(0.2. 4,5,8. 14. 15) ABC+ABC'+AB'D'+B'C'D a. Ob ABD+A'BC+A'C'D'+BC'D' ABC+A BC'+A'B'D'+B'C'D' Od AC+A'C'D+A'B'D'+B'C'D"