coeffy

coeffz

coeffx

x

t.noto

matrice

completa

matrice completa

C5: 1
C4: -2
C3: 1
B5: 1
B4: -1
B3: 1
A5 = 2
A4 = 1
A3 = 1
d: {{A3, A4, A5}, {B3, B4, B5}, {C3, C4, C5}}
D3: 3
D4: 2
D5: 1
dx: {{D3, D4, D5}, {B3, B4, B5}, {C3, C4, C5}}
dy: {{A3, A4, A5}, {D3, D4, D5}, {C3, C4, C5}}
dz: {{A3, A4, A5}, {B3, B4, B5}, {D3, D4, D5}}
detdx = Determinant(dx)
detdy = Determinant(dy)
detdz = Determinant(dz)
detd = Determinant(d)
valx: detdx / detd
valy: detdy / detd
valz: detdz / detd
r: (A3 * x) + (B3 * y) + (C3 * z) = D3
s: (A4 * x) + (B4 * y) + (C4 * z) = D4
t: (A5 * x) + (B5 * y) + (C5 * z) = D5
f = IntersectPath(r, s)
A = Intersect(f, t)
A7: A