For the signal c(t) given below:
The odd components of the signal x(t) is ?
Consider the signals, which of the following statement is correct about signal x3(t)?
Let P be linearity, Q be time-invariance, R be the causality and S be the with memory. A continuous-time system has the input-output relationship: y(t) = t x(t) where y(t) is the output and x(t) is the input. The system has the properties.
The signal x(t) = t u(t) is a
The first derivatives of the signalx(t) = sgn t is
The non-invertible system is
The goup delay function τ(ω) is related to phase function φ (ω) as
Let P be the linearity, Q be the Time-variant, R be the causality and S the static. A discretetime system the input-output relationship,
where the x(n) is an input and y(n) is an output. The above system has the properties
A disrete-time LTI susyem is described by,
where, h1(n) = sin δn h2(n) = an u(n); l a I < 1 and x(n) = 8(n) - a δ(n - 1)
Which one is the output y(n) ?
Match the system properties P1, P2 with the discrete time system relations R1, R2, R3 and R4.
P1 : Stable
P2 : Casual