Consider the equation (dot{x}(t)=-x(0.99 t)-0.95 x(t), x(0)=1). For (m=8) and (T=1 mathrm{~s}) determine the solution in DUSF

Question:

Consider the equation $\dot{x}(t)=-x(0.99 t)-0.95 x(t), x(0)=1$. For $m=8$ and $T=1 \mathrm{~s}$ determine the solution in DUSF domain. Convert the DUSF result into BPF domain as well as Walsh domain. Represent the results pictorially along the time scale. Do the pictorial representations differ in these three domains?

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