- #1
Drew Carter
- 5
- 0
Okay so the question looks like this
Determine whether the system with input x(t) and output y(t) defined by each of the following equations is time
invariant:
(c) y(t) =∫t+1t x(τ−α)dt where α is a constant;
(e) y(t) = x(−t);
There are more sub-questions but I was able to solve them. The reason I can't figure this out is the (d) has two items within the x function and the (e) question has a negative t within the x function. Help please. What do I do about the two items and negative t?
Determine whether the system with input x(t) and output y(t) defined by each of the following equations is time
invariant:
(c) y(t) =∫t+1t x(τ−α)dt where α is a constant;
(e) y(t) = x(−t);
There are more sub-questions but I was able to solve them. The reason I can't figure this out is the (d) has two items within the x function and the (e) question has a negative t within the x function. Help please. What do I do about the two items and negative t?