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Exp-2 System and their property
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1)A system can be defined by the input output relationship Y(t) = x(2t). The system is
  
2)A system is defined as y[n] = x(n)+x(n-1). Is the given system time-variant or time-invariant?
  
3)A system is defined as Y(n) = x(-n). Is the given system time-variant or time-invariant?
  
4)What is a possible value of "p" for which the system to be causal? y[n] = p.x[n+p] +x[n+1+p]+(p+2).x[n+(p+1)^2].
  
5)A system is defined as y[n] = a.x[n] + b.x(n-1). Identify the system as causal, non-causal or anti-causal? .
  
6)A system is Causal
  
7)A system is defined by the input output relationship Y(n) = X(n)+3.X(n+4). Then this system is
  
8)A system is defined by the input-output relationship as Y(n) = X(-n). Identify whether the system is Causal, non-causal or anti-causal
  
9)Y(n) = X(n^2), the system is
  
10)A system can be defined as Y(n) = X(n/2). The system is
  
11)From causal/non-causal experiment, for system 3 what will be the delay for which the system will be causal ?
  
12)Determine the following system Y(n) =x(n)+ 1/x(n-1) as
  
13)A system is defined by the input-output relationship Y(n)= 2.x(n) + 1/x(n-1). The system is
  
14)From causal/non-causal experiment, for system 2 what will be the delay for which the system will be causal ?
  
15)A system is said to be linear if it satisfies
  
16)A system can be defined as the input-output relationship Y(t) = 2.x(t)+3. The system is
  
17)A system 'S' whose input x(t) and output y(t) are related by the relationship y(t) = t.x(t). The system 'S' is
  
18)A system is defined by the relationship Y(n) = X(2n). The system is
  

  


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