Answer:
ghmnfgbvcnbxfgcngbnbncnbv
Explanation:
Have high hopes and get high happiness
It looks like this is a system of linear ODEs given in matrix form,
with initial condition x(0) = (-6, 8)ᵀ.
Compute the eigenvalues and -vectors of the coefficient matrix:
Let v be the eigenvector corresponding to λ = 9 + 2i. Then
or equivalently,
Let ; then , so that
and we get the other eigenvalue/-vector pair by taking the complex conjugate,
Then the characteristic solution to the system is
From the given condition, we have
and so the particular solution to the IVP is
which you could go on to rewrite using Euler's formula,
Answer:
Explanation:
i think ur name is Emily and ur 4.9 :) i hope i get it right.