[All Steps] Express the given system of differential equations in matrix notation x'=x+y+z , y'=2z-x , z'=4y
Question: 3: Express the given system of differential equations in matrix notation
\[\begin{aligned} & x'=x+y+z \\ & y'=2z-x \\ & z'=4y \\ \end{aligned}\]
Deliverable: Word Document 
[See Steps] Let
![[See Solution] Use the phase line to](/images/solutions/MC-solution-library-36614.jpg "[See Solution] Use the phase line to predict the asymptotic behavior")
[See Solution] Use the phase line to predict the asymptotic behavior
![[See Steps] Write the given system in](/images/solutions/MC-solution-library-36615.jpg "[See Steps] Write the given system in the matrix form x'=Ax+f")
[See Steps] Write the given system in the matrix form x'=Ax+f
(Steps Shown) Find the general solution of the system x'(t)=Ax(t) for
(See Solution) Use Euler’s method to approximate the solution
The Quadratic Equation Formula: The meaning of the term -b/2a - MathCracker.com