Differential Equations: The differential equation dy/dt = ycos(y)+y−π/2 on the interval 0≤y≤π has the following graphical information relating dy/dt to y. A) What are the equilibrium solutions? B) For...


Differential Equations:


The differential equation dy/dt = ycos(y)+y−π/2 on the interval 0≤y≤π has the following graphical information relating dy/dt to y.


A) What are the equilibrium solutions?


B) For what values of y are the solution curves increasing?


C) Place your Equilibrium solutions on a grid for and sketch a few solution curves for y(t) vs t. Classify the equilibrium solutions as STABLE or UNSTABLE.


-0.5 dy/dt<br>(T/3, 0)<br>(T/2, 0)<br>05<br>15<br>25<br>y<br>-0.5<br>-1:5<br>(0, -T/2)<br>(a, -T/2)<br>2.<br>

Extracted text: -0.5 dy/dt (T/3, 0) (T/2, 0) 05 15 25 y -0.5 -1:5 (0, -T/2) (a, -T/2) 2.

Jun 05, 2022
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