It's been a while since I've done math, perhaps someone can point me in the right direction. I'm trying to figure out ways to solve the following two systems.
Code:
e0 = e^(Ax + BxX0) + e^(Ay + ByY0)
e1 = e^(Ax + BxX1) + e^(Ay + ByY1)
e2 = e^(Ax + BxX2) + e^(Ay + ByY2)
e3 = e^(Ax + BxX3) + e^(Ay + ByY3)
e0 = e^(Ax + BxX0) + e^(Ay + ByY0) + e^(Az + BzZ0)
e1 = e^(Ax + BxX1) + e^(Ay + ByY1) + e^(Az + BzZ1)
e2 = e^(Ax + BxX2) + e^(Ay + ByY2) + e^(Az + BzZ2)
e3 = e^(Ax + BxX3) + e^(Ay + ByY3) + e^(Az + BzZ3)
e4 = e^(Ax + BxX4) + e^(Ay + ByY4) + e^(Az + BzZ4)
e5 = e^(Ax + BxX5) + e^(Ay + ByY5) + e^(Az + BzZ5)
e6 = e^(Ax + BxX6) + e^(Ay + ByY6) + e^(Az + BzZ6)
They are two different systems (not related), but in each system e, X, Y, and Z are known.