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Hello Butterscotch
I wrote that to try and show I really wanted an explanation that was very simple for my lizard brain.
In fact I have a good pass in first year university statistics (and yes in my country - New Zealand - I can still fail high school math and enter university).
I am working on this problem as a personal challenge in the spirit of "math is fun"- in fact I made an error in the first post - the system is in second order form.
I'll write the equation here now hoping I can spur some interest.
I can't seem to find any examples where there are multiple unknowns being multiplied together e.g. + 3*B*W
0 = 2*B + 3*B*W + 4*B*J
0 = 8*W*B + 5*W + 3*W*J
0 = 10*J*B + 10*J*W + 10*J
Any help with a good reference or direct help on how to solve it would be appreciated!
JD
Hi there
Have been looking for the past three weeks for a simple guide to solving a system of 3 first order differential equations using cauchy and matrices.
There are so many different applications of "Cauchy" equations - it's just been a real mind bender..
Tried journals, texts, MIT video lectures, uni websites, wiki, dummies the lot but nothing steps it out simply for 3 known coefficients and 3 unknowns.
I have to confess now to flunking high school math!
If anyone could push me in the right direction I would be very appreciative!
Cheers
JD
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