The exercise is like this: $$y(k+1) - 3y(k) = 4^k$$
How do I compute $Z$ transform of $4^k$?
I understand that I have to use the Z-Transform formula and the result after applying it is :
$$sum [(4^k)/(z^k)] $$
How can this be continued?
The exercise is like this: $$y(k+1) - 3y(k) = 4^k$$
How do I compute $Z$ transform of $4^k$?
I understand that I have to use the Z-Transform formula and the result after applying it is :
$$sum [(4^k)/(z^k)] $$
How can this be continued?
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