- #1
KevinMWHM
- 27
- 0
Part 1. If I want to solve the system;
u-v = (h-a)e^-s
w-u = (k-b)e^-t
ae^s = be^t
for a, b, u, in terms of the remaining variables using the implicit function theorem...
If I want to know when I can solve, can I just say f(a, b, u) can not = 0? And if I set a, b, u, = 0
Than I get k and h can not = 0.
Part 2. Calculate du/ds, da/ds, db/ds, by exhibiting a linear set of equations.
So for da/ds for example, solve equation 1 for a giving;
d(-e^s(u-v)+h)/ds?
I don’t need to solve the system.
u-v = (h-a)e^-s
w-u = (k-b)e^-t
ae^s = be^t
for a, b, u, in terms of the remaining variables using the implicit function theorem...
If I want to know when I can solve, can I just say f(a, b, u) can not = 0? And if I set a, b, u, = 0
Than I get k and h can not = 0.
Part 2. Calculate du/ds, da/ds, db/ds, by exhibiting a linear set of equations.
So for da/ds for example, solve equation 1 for a giving;
d(-e^s(u-v)+h)/ds?
I don’t need to solve the system.