Determine the Energy and power of del(t)
Determine the Energy and power of the signals.
X(t)=e^i(2t+π/2)
Extract the even part and odd part of the given signals,
1) x(t)=e^t
2) x(t)= 3+2t+5t^3
Prove, sine(0)=1
Mention all the properties of energy signal and power signal
Find out the time period of x(t)= 0.2 e^- I 2πt/3+ 0.1 sin πt
Check the periodicity of x(t)= 3cos√2+7 cos 5πt
Mention all the properties of even signal and odd signal
Find the Inverse Laplace transform of X(s)= -s^2-2s+1/(s+2)(s+3)^2. ROC: Re{s}>-2
Find the even and odd Components of the signal x(t)= e^at