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I am thinking that there is a typo... are you sure it says rewrite as \[y=x\]?
and we should find out (x,y)=(x,x')=state space vector.
idk thatswhat tge directions say exactly i just copied and pasted we also had to solve for critical points which i already did
whats whats y= to?
wait howd you solve that?
yea i got the critical points but I used the jacobie eigenvalue
i mean jacoby value
the problem has three critical points that I showed you.
how did ou see that x'=y
Those of the problems like yours we should define a state space vector that includes independent component ,usually x and its derivatives are selected as components.
whats space vector?
state space vector is a vector which include all independent variable in a system. for example place velocity . acceleration are three component require to know in a third order system.
So (x,v,a)=(x,x',x") is a state space vector.
oh ok! thank you!!