The positioning system of a printer can be modeled as Y(s) = where the input R (s) represents the desired position and Y (s) is the output position. If the input is a unit step input, the final value of the output is: Select one: O a. b. OC. 10(s +50) s²+60s +500 e. R(s). Yes = lim y(t) = 1 818 Yss=lim y(t) = 100 818 yss=lim y(t) = 50 818 d. non of the choices Yss=lim y(t) = 0 818
The positioning system of a printer can be modeled as Y(s) = where the input R (s) represents the desired position and Y (s) is the output position. If the input is a unit step input, the final value of the output is: Select one: O a. b. OC. 10(s +50) s²+60s +500 e. R(s). Yes = lim y(t) = 1 818 Yss=lim y(t) = 100 818 yss=lim y(t) = 50 818 d. non of the choices Yss=lim y(t) = 0 818
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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![The positioning system of a printer can be modeled as
Y(s) =
where the input R (s) represents the desired position and Y (s) is the output position. If the input
is a unit step input, the final value of the output is:
Select one:
a.
O b.
10(s +50)
s²+60s +500
O C.
e.
R(s).
Yss=lim y(t) = 1
818
Yss=lim y(t) = 100
818
Yes = lim y(t) = 50
d. non of the choices
Yss=lim y(t) = 0
813](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9e900800-9db4-4bf5-9b22-5f1fdaaea505%2F4b099537-17b3-4433-aa8b-1605f6f02773%2Fc7wtw3r_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The positioning system of a printer can be modeled as
Y(s) =
where the input R (s) represents the desired position and Y (s) is the output position. If the input
is a unit step input, the final value of the output is:
Select one:
a.
O b.
10(s +50)
s²+60s +500
O C.
e.
R(s).
Yss=lim y(t) = 1
818
Yss=lim y(t) = 100
818
Yes = lim y(t) = 50
d. non of the choices
Yss=lim y(t) = 0
813
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