>> From: Chuck Baker
Hello all,
I have the following linear set of first order differential equations which I
have
solved by coupling Laplace transforms with linear algebra.
y' = 2y - 4z, y(0) = 3
z' = y - 3z, z(0) = 0
I derived solutions by hand by first taking the Laplace transforms of the
differential equations,
then, I solved the simultaneous equations for Y(s) and Z(s).
Finally, I determined the inverse transforms to develop the solution
expressions y(t) and z(t).
I computed the solutions to be:
Y(t) = 4e^t - e^-2t
Z(t) = e^t - e^-2t
How can this process be written in Maple?
Thanks,
Chuck
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