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i have a question :

dx/dt=(a*x)+(b*y)+(c*z)

dy/dt=(d*x)+(e*y)+(f*z)

dz/dt=(g*x)+(h*y)+(i*z)

where a,b,c,d,e,f,g,h,i are constants

i want a proof of this and finding the values of x,y and z??

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# A question in coupled differential equation

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