Mumbai University > Computer Engineering > Sem 7 > Digital Signal Processing

Marks: 10 Marks

Year: May 2016

1. $x(n) = \sin(0.25\pi n + 0.4)$

   Solution:

   Consider Standard equation $x(n) = A \cos(\pi n+\theta)$

   Comparing given signal we get, $\omega n = 0.25 \pi n \\ \therefore 2\pi fn = \dfrac {\pi n}{4} \\ \therefore f = \dfrac18$

Result : Given signal, x(n) is periodic with Fundamental Period,N = …