Assignment 5
1. Determine the Linear Convolution of
a. x1(t) with itself. Given that x1(t)=A rect(t/T)
b. u(t) with x1(t) of part (a).
2. Prove that Convolution is associative and distributive
To be completed on or before 21st August 2014.
1. Determine the Linear Convolution of
a. x1(t) with itself. Given that x1(t)=A rect(t/T)
b. u(t) with x1(t) of part (a).
2. Prove that Convolution is associative and distributive
To be completed on or before 21st August 2014.