EC > GATE 2019 > Digital Filters
It is desired to find a three-tap causal filter which gives zero signal as an output to an input of the form x[n]=c1exp(-jπn/2)+c2exp(jπn/2) where c1 and c2 are arbitrary real numbers. The desired three-tap filter is given by h[0]=1, h[1]=a, h[2]=b, and h[n]=0 for n<0 or n>2. What are the values of the filter taps a and b if the output is y[n]=0 for all n, when x[n] is as given above?
A
a=1, b=1
B
a=0, b=-1
C
a=-1, b=1
D
a=0, b=1

Correct : d

Similar Questions

A continuous-time filter with transfer function H(s)=(2s+6)/(s2+6s+8) is converted to a discrete-time filter with transfer function G(z)=(2z2-0.5032z)/(z2-0.503...
#707 Fill in the Blanks
Consider a four-point moving average filter defined by the equation y[n] = &sum;i=03&alpha;i x[n-i]. The condition on the filter coefficients that results in a...
#874 MCQ
An FIR system is described by the system functionH(z) = 1 + (7/2) z-1 + (3/2) z-2The system is
#1004 MCQ

Related Topics

No tags found

Unique Visitor Count

Total Unique Visitors

Loading......