I think your talking about showing the orbitals in terms of quantum calculations, therefore the 1s orbital has an extremely high proability at just over 0pm away from the nucleus then decays from that point onward. As for 2s this has a small probability of being fairly close to the nucleus, then a node, then a hightened probability, if you were to plot radial distance against proability it would give a "2 humped" graph.
As for P-Orbitals, they have a "1 humped" disribution if its a 2p orbital, the proability of occurring close to the nucleus is MUCH lower than a 1s orbital, a 3p orbital has two humps, one small then one bigger.
Its difficult to explain it in words, since the orbital shapes are primarily calculated from quantum numbers, and the distributions are calculated from single electron system wavefunctions but, that's what the internets here for.
http://hyperphysics.phy-astr.gsu.edu/hbase/hydwf.html
This website shows the probability distributions for a hydrogenic atom
http://en.wikipedia.org/wiki/Quantum_mechanics
This seems a bit of a missed cause, but scroll down
slightly and you will see some red looking orbital pictures, which are calculated from a hydrogen atom and give a visual overlook of the orbitals.
Going DEEP into this sort of stuff can be painful though, as different chemists can have different views on the atomic orbitals, some organic chemists may go along the lines of saying that all orbitals are like that for multi-electron systems (like iron actually having d orbitals "Pokeing out" and causing ligand field splitting in coordination chemistry). But at least in my chemistry department the physical chemists make it quite clear that the molecular orbital approach of having 1 wavefunction to display an entire atom means that the orbitals are generally "approximated" to be the shape of the hydrogenically calculated ones, but in reality to my quantum prof he makes it unbelieveably clear that "orbitals don't exist" for multi-electron systems.
So yeah, it becomes a massive headache that mainly comes from the fact that solving the scrodinger equation for multi-electron systems is incredibly difficult.