GO Electrical
0 votes

$x(t)$ is nonzero only for $T_x<t<{T}'x$ , and similarly, $y(t)$ is non zero only for $T_y<t<{T}'y$. Let $z(t)$  be convolution of $x(t)$ and $y(t).$ Which one of the following statements is TRUE?

  1. $z(t)$ can be nonzero over an unbounded interval.
  2. $z(t)$ is nonzero for $t<(T_x+T_y)$
  3. $z(t)$ is zero outside of $T_x+T_y<t<{T}'_x+{T}'_y$
  4. $z(t)$ is nonzero for $t>{T}'_x+{T}'_y$
in Signals and Systems by (9.3k points)
edited by

Please log in or register to answer this question.

Welcome to GATE Overflow, Electrical, where you can ask questions and receive answers from other members of the community.

912 questions
38 answers
27,615 users