-4 y(t) d 3 dt d dt 2 4x (t) + 2d²r(t) dt? dy(t) y(t) – 35 dt = -4x(t) + 2d²x(t) dt? dy(t) d'r(t) y(t) + 3 dt * y(t) – 3- dy(t) d?r(t) = -4x(t) + 2 dt dt?

Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter6: Power Flows
Section: Chapter Questions
Problem 6.10MCQ
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Which diff. equation best describes the system of the given block diagram

x(t)
-4
y(t)
d
3.
dt
d
dt
2
Оа.
4x (t) + 2d°r(t)
dt?
dy(t)
y(t) – 34
-
dt
O b.
y(t) + 3-
-4x(t) + 2d²x(t)
dt2
dy(t)
dt
= -4x(t) + 2d²z (t)
dt2
C.
y(t) – 3 dy(t)
dt
d.
Y(t) + 3 dy(t)
4x(t) + 2-
dt?
d?r(t)
-
dt
Transcribed Image Text:x(t) -4 y(t) d 3. dt d dt 2 Оа. 4x (t) + 2d°r(t) dt? dy(t) y(t) – 34 - dt O b. y(t) + 3- -4x(t) + 2d²x(t) dt2 dy(t) dt = -4x(t) + 2d²z (t) dt2 C. y(t) – 3 dy(t) dt d. Y(t) + 3 dy(t) 4x(t) + 2- dt? d?r(t) - dt
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