Question

Problem 3. Let $y(t) = e^{st}$, where $t \in [0, 10]$ is the time. Plot y versus t for each of the following cases a) $s = -10$. b) $s = 10$. c) $s = -10 + 5j$. d) $s = 10 + 5j$. e) $s = 5j$ f) $s = -5j$. Which case results in an unbounded response of $y(t)$?

          Problem 3.
Let $y(t) = e^{st}$, where $t \in [0, 10]$ is the time. Plot y versus t for each of the following cases
a) $s = -10$.
b) $s = 10$.
c) $s = -10 + 5j$.
d) $s = 10 + 5j$.
e) $s = 5j$
f) $s = -5j$.
Which case results in an unbounded response of $y(t)$?

Problem 3.
Let y(t) = e^st, where t ∈ [0, 10] is the time. Plot y versus t for each of the following cases
a) s = -10.
b) s = 10.
c) s = -10 + 5j.
d) s = 10 + 5j.
e) s = 5j
f) s = -5j.
Which case results in an unbounded response of y(t)?

Added by John J.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sparsha S

Step 1

a) s = 10: In this case, y(t) will be a constant value of 10 for all values of t. This is a bounded response since y(t) remains constant. b) s = 10: This is the same case as before, so the response will also be a constant value of 10. Again, this is a bounded Show more…

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Thanks for your feedback!

All of my plots appear to be the same. Problem 3: Let y(t) where t [0,10] is the time. Plot y versus t for each of the following cases: a) s = 10 b) s = 10 c) s = 10 + 5j d) s = 10 - 5j e) s = 5j f) s = 5 Which case results in an unbounded response of y(t)?