Complete the code to import the library used for Z-transform in Python.
from sympy import [1]
The ztrans function from sympy is used to compute the Z-transform symbolically.
Complete the code to define a discrete signal x[n] as a list.
x = [1, 2, 3, 4, [1]]
The signal is defined as a list of values; adding 5 continues the sequence naturally.
Fix the error in the code to compute the Z-transform of x[n].
from sympy import symbols, [1] n, z = symbols('n z') x = 1 Z = [1](x, n, z)
The ztrans function computes the Z-transform symbolically.
Fill both blanks to create a dictionary comprehension that maps n to x[n] for n from 0 to 4.
x = {n: [1] for n in range([2])}This creates a dictionary where each key n maps to n+1, for n from 0 to 4 (5 values).
Fill all three blanks to compute the Z-transform of a signal and print the result.
from sympy import symbols, [1] n, z = symbols('n z') x = [2] Z = [1](x, n, [3]) print(Z)
The ztrans function computes the Z-transform of the signal n + 1 with respect to z.