A signal x(t) can be represented as x(t)=xe(t)+xo(t)

where xe(t)=(1/2){x(t)+x(-t)} is the even part, and xo(t)=(1/2){x(t)-x(-t)} is the odd part of the signal.

Let x(t) be an energy signal with an energy of 20 Joules. Suppose the even part of x(t) is xe(t)=2e^(-|t|)

Determine the energy in xo(t), the signals odd part, and xe(t), the signals even part.


Get this answer with Chegg Study