TEST BANK FOR Discrete Time Signal processing 3rd Edition By Alan V. Oppenheim, Ronald W. Schafer Converted
Chamberlian School of Nursing
Hier vind je de beste samenvattingen om te slagen voor TEST BANK FOR Discrete Time Signal processing 3rd Edition By Alan V. Oppenheim, Ronald W. Schafer Converted. Er zijn o.a. samenvattingen, aantekeningen en oefenvragen beschikbaar.
Alle 1 resultaten
Sorteer op
-
Exam (elaborations) TEST BANK FOR Discrete Time Signal processing 3rd Edition By Alan V. Oppenheim, Ronald W. Schafer (Solution Manual)-Converted
- Tentamen (uitwerkingen) • 475 pagina's • 2021
- $20.49
- + meer info
2.1. (a) T(:z:[n]) = g[nl*l
•
• Stable: Let 1*11 $ M then IT[*] I :;; lg[n]IM. So, it is stable if lg[n]l is bounded.
• Causal: y,[n] = g[n]z1[n] and 112[n] = g[n]:z:2[n], so if :z:,[n] = :z:2[n] for all n < no, then
y,[n] = 112[n] for all n <no, and the system is causal.
• Linear:
So tbis is linear.
• Not time-invariant:
which is not TI.
T(a:z:1[n] + b:z:2[n]) = g[n](=1 [n] + bz2[n]
= og[n]:z:1[n] + bg[n]:z:2[n]
= oT(:z:1[n]) + bT(z2[n])
T(:z:[n - no]) = g[n]:z:[n - ...
Tentamen (uitwerkingen)
Exam (elaborations) TEST BANK FOR Discrete Time Signal processing 3rd Edition By Alan V. Oppenheim, Ronald W. Schafer (Solution Manual)-Converted
Laatste update van het document:
geleden
2.1. (a) T(:z:[n]) = g[nl*l • • Stable: Let 1*11 $ M then IT[*] I :;; lg[n]IM. So, it is stable if lg[n]l is bounded. • Causal: y,[n] = g[n]z1[n] and 112[n] = g[n]:z:2[n], so if :z:,[n] = :z:2[n] for all n < no, then y,[n] = 112[n] for all n <no, and the system is causal. • Linear: So tbis is linear. • Not time-invariant: which is not TI. T(a:z:1[n] + b:z:2[n]) = g[n](=1 [n] + bz2[n] = og[n]:z:1[n] + bg[n]:z:2[n] = oT(:z:1[n]) + bT(z2[n]) T(:z:[n - no]) = g[n]:z:[n - ...
$20.49
In winkelwagen
Wil jij je uitgaves terugverdienen?
