Electrical Engineering > GATE 2020 > Z-Transform
Consider a signal x[n]=(1/2)n 1[n], where 1[n]=0 if n<0 and 1[n]=1 if n≥0. The z-transform of x[n-k], k>0 is z-k/(1-(1/2)z-1) with region of convergence being
Correct : d
Similar Questions
Consider a discrete time signal given by x[n] = (-0.25)nu[n] + (0.5)nu[-n-1]. The region of convergence of its Z-transform would be
Consider a discrete time signal given by x[n] = (-0.25)nu[n] + (0.5)nu[-n-1]. The region of convergence of its Z-transform would be
Consider a discrete time signal given by x[n] = (-0.25)nu[n] + (0.5)nu[-n-1]. The region of convergence of its Z-transform would be
Total Unique Visitors
Loading......