investigate the possibility of straight line solutions and discuss the asymptotic

Pharaoh

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behaviour of x(t)? Hey dudes i need help!

Let n be the smallest digit in your K-Number that is greater than 1 (so in my case its 4, unless you can use 1 than its 1) and consider the ODE

dx/dt = 1/n cos(t-nx)

Investigate the possibility of straight line solutions and discuss the asymptotic behaviour of x(t). (your invesigation and discussion must contain rigorous mathematics to score marks).
 
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