(S^2-15S+41)/((S+2)(S-3)^2)
y(x+1) dy/dx = x(y^2+1)
2810000 * 27(〖628319/19357350000)〗^2
B+D+F-C-E-6A=1
A+C+E=0
9B-6D-6F=41
-D-6B-F+9A-6C-6E=-15
Simplify
5
7
3
:
[(x^2 + 2) - (x^2-x)]/(x-1)
(2/6)/(4/6)
B+D+F=1
-D-6B-F=-15
determine the eigenvalues and eigenvectors of the matrix c=
1 2 3
0 -1 4
2 1 0
720/36
