The difference equation for an Nth order discrete-time system is ___________
Posted: Thu Jul 14, 2022 11:05 am
a) \(∑_{k=-∞}^∞\) ak y(n-k) = \(∑_{k=-∞}^∞\) bk x(n-k)
b) \(∑_{k=0}^∞\) ak y(n-k) = \(∑_{k=0}^∞\) bk x(n-k)
c) \(∑_{k=0}^N\) ak y(n-k) = \(∑_{k=0}^N\) bk x(n-k)
d) \(∑_{k=-∞}^0\) ak y(n-k) = \(∑_{k=-∞}^0\) bk x(n-k)
b) \(∑_{k=0}^∞\) ak y(n-k) = \(∑_{k=0}^∞\) bk x(n-k)
c) \(∑_{k=0}^N\) ak y(n-k) = \(∑_{k=0}^N\) bk x(n-k)
d) \(∑_{k=-∞}^0\) ak y(n-k) = \(∑_{k=-∞}^0\) bk x(n-k)