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I have a question for all of you who like to ponder.

Why does light reflect from a mirror the way it does?  I don't think
you can say "because it is made of extremely flat metal."  No
matter how well one polishes and smooths a reflective surface, it is
still extremely uneven on an atomic level.  The atoms may be lined
up perfectly, but still they are just a bumpy surface of atoms. 
Imagine the atoms as a whole slew of shiny ball bearings covering
the linoleum in your kitchen.  If you shone a flashlight onto your
ball bearing covered floor, the light would certainly not be reflected
like a mirror.  

Are some atoms flat?  No.  Then why does light, as its hits the
sides of atoms not delfect in all directions?  Obviously, atoms are
not solid spheres.  Obviously electrons absorb and emit light
instantaneously.  If it didn't happen instantaneously, the image in a
mirror would be severely distorted.   

Physics says that to emit a photon of light, an electron must change
it's "orbit" level.  Obviously this cannot be a real movement of the
electron, or else it would mean that the electron was moving
instantaneously or fater than light (which is impossible according to
general relativity).  So we see that electrons don't have "shells" or
"orbit levels" like I was taught in school.  

It's said that electrons spin.  For each pair of electrons, one spins
one way, and the other spins opposite.  What in the world does this
mean?  If the electrons are not in structured orbits, what is the
reference by which one judges if one electron is spinning oppositely
to another?  It makes no sense.  What I learned in school makes no
sense.  And it's still being taught! Argh!

Is it possible that the reference point (there must be one for
opposite spins) is the ether?  I'd bet that the ether references
everything, because light travels through it at only one rate.

Oh, I got off subject, didn't I?  The real question is how do
individual electrons determine what direction the light that hits them
is coming from?  And how do they calculate their angle of
reflection?

If your pondering produces an answer, please let me know.