x(t)= x1(t) x2(t) shows the solution vector of the following differential equation system. Solve the given initial value problem with the following system of linear homogeneous differential equations: dx/dt= -9 4 -6 1 x initial conditions x(0)= -11 -15 Calculate the eigenvalues of the coefficients matrix and list them separated by commas. ...?... Write the solution of BDP: x(t)= ? ?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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x(t)=

x1(t)
x2(t)

shows the solution vector of the following differential equation system.


Solve the given initial value problem with the following system of linear homogeneous differential equations:
dx/dt=

-9 4
-6 1

x

initial conditions
x(0)=

-11
-15

Calculate the eigenvalues of the coefficients matrix and list them separated by commas. ...?...

Write the solution of BDP:

x(t)=

?
?
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