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anyone know about differential equations? like if I have a matrix times x, can I just use A-Iλ=0 to get the general solution?
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det(A- lambda I) WILL GIVE U EIGENVALUES
Essentially right now your have a set of linear equations in the form x' =Ax. To the values of the functions x you use eigenvalues and eigenvectors. Using the det(A-Iλ)=o will give you eignvaluess of which you plug back into the matrix to solve for the eigen vectors. Your solution will be in the form x = c1x(t)1 + c2x(t)2 + cnx(t)n
Where the constant values cn will be your eigenvectors and x(t) will be the exponential function namely of e^λt where lambda is the corresponding eigenvalue.
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