How to solve 5 equations with 5 unknowns
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Hinko Fic
le 29 Mai 2015
Réponse apportée : Alex Sha
le 12 Oct 2019
Hi, I don't have any idea how to solve this system. I'm beginner so i don't knew how to write corect code. Pls help me. Equations:
(A-B-C)*5=C*6 ////
(A-B-C)*2+B*3=(A-B)*D ////
(A-B)*(2-D)=B*3 ////
(A-B)*2+B*4=B*E ////
A*2+(A-B)*3+(A-B-C)*2=50
7 commentaires
Roger Stafford
le 11 Mar 2018
I don't remember this problem from almost two years ago, but apparently all of us (except perhaps Muhammad Saleem) overlooked the fact that it is actually a system of five linear equations in the five unknown quantities, A, B, C, d=(A-B)*D, and e=B*E, so it can be solved for these latter five variables using matrix division. From those solutions, it is easy to then find D and E: D = d/(A-B) and E = e/B.
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Roger Stafford
le 29 Mai 2015
Modifié(e) : Roger Stafford
le 29 Mai 2015
You can use 'solve' in the Symbolic Toolbox to solve them.
My alternate method was in error. Just use 'solve'. It does very well.
5 commentaires
Walter Roberson
le 30 Mai 2015
structfun(@double, sol, 'Uniform', 0)
will return back a structure whose fields are a, b, c, d, e. For any particular one of them you can use (e.g.) double(sol.b)
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Alex Sha
le 12 Oct 2019
Numercial solution:
a: 9.00473933649289
b: 1.18483412322275
c: 3.55450236966825
d: 1.54545454545455
e: 17.2
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