You can write its general solution as
where Ay and Az are constants.
Because
you get this for
where A= Ax Ay Az.
The part in the parentheses in the exponent is the dot product of the vectors
That is, if the vector a = (ax, ay, az) in terms of components and the vector b = (bx, by, bz), then the dot product of a and b is
So here’s how you can rewrite the