This can all be calculated from acoustic theory. Theory will give you the maxiumum isolation that you would get from each situation, but considering that theory assumes perfect materials, perfect construction, and perfect conditions, in real life the actual outcome won't be as good as predicted by theory. More on that below...
OK, your first option was for a single brick wall. In acoustic terms, that is a "single leaf", and the maximum isolation you can expect from that is given by an equation called "Mass Law", which goes like this:
TL(dB)= 20log(M) + 20log(f) -47.2
Where:
M is the surface density of the panel (mass per unit area (kg/m²) ), and
F is the center frequency of any one-third-octave measurement band
Plug in your numbers, and that will tell you how much isolation you can expect for any given frequency band.
There's also an empirical version of Mass Law that give you the isolation for the entire spectrum, instead of just one frequency, that that one goes like this:
TL = 14.5 log (M * 0.205) + 23 dB
Where: M = Surface density in kg/m2
Those are both very simple equations, needing nothing more than basic math skill to do. A scientific calculator makes it dead easy.
This is actually the method for figuring out your "B" situation, in a perfectly sealed room with the same mass on all sides, and no cracks, gaps, or holes. For your "A" situation (unsealed, presumably WITH cracks, gaps, and holes), you could expect to lose 90% of that isolation. Yes, that isn't a typo: I really do mean that you would lose up to ninety percent of the isolation that you would have had otherwise in a properly sealed room. In other words, you would lose 10 dB across in the overall isolation, for every frequency. That's why you'll see the mantra chanted here incessantly: sealing is critically important. Poor seals = poor isolation.
However, that said, even mass law isn't very attractive: try out a few numbers using the surface density of common building materials, and you'll be very disappointed that
nothing isolates very well... For a single-leaf partition with Mass Law, your best bet is a two foot thick solid reinforced concrete wall, floor, ceiling... and a matching door. That will give you close to 60 dB isolation, which is quite good (a typical stud wall in a house only gives 1/1000th of that, at about 30 dB).
For a typical brick wall, assuming typical bricks, one wythe thick, that would give you about 44.6 dB isolation (assuming perfect seals, doors, windows... etc..)
For your "C" case, you wanted to add a layer of MLV to your wall. I'll assume you meant the thicker 6mm 10kg/m2 MLV, not the thinner stuff. Well, the surface density of the brick wall by itself would be about 150 kg/m2, and adding a layer of MLV would increase that to 160 mg/m2, which means an increase of about 6% in mass. So instead of 44.6 dB, you would get 44.9 dB....

Not very useful! If you added FIFTEEN layers of MLV on top of your bricks, (I have no idea how you could even do that physically, and keep it all in place, but just assuming you could), then you would have doubled the mass of the bricks, so the isolation would increase by 6 dB in theory, to about 50 dB total.... But in real life, it would only be about a 4 to 5 dB increase, so the total would be around maybe 48 or so.
Mass law is not your friend.
For your "D" case, you mentioned only resilient channel (RC) and drywall, so I'm assuming that you wanted to attach that directly to the brick. That would give you a small air cavity 12mm deep between the brick and the drywall. That would REDUCE your low frequency isolation considerably. Yes, that's not a typo: I really do mean it would make the isolation WORSE (less isolation, not more). Because it would create an undamped resonant system having a resonant frequency of 164 Hz, so the wall would not isolate at all below about 230 Hz, and would only isolate well starting from about 330 Hz. Total isolation would be about 41 dB (as compared to about 45 dB for the brick wall by itself). Thus, you would lose about 4 dB of isolation, and all of that would be in low frequencies, where the drums, bass guitar, keyboards, etc. put out a lot of power....
Does anyone know of any reference/case studies for this sort of thing?
You can probably find what you are looking for here:
http://www.johnlsayers.com/phpBB2/viewt ... =reference
Essentially trying to gauge options for adding some noise attenuation to a room for courtesy purposes without the need to achieve studio-level soundproofing
As I mentioned above, a typical house wall gets about 30 dB isolation. Clearly, that isn't enough, or you would not be asking!

Increasing that to 40 dB means that subjectively it sounds about half as loud. Increasing to 50 dB makes it about as quarter as loud. 60 dB makes it 1/8th as loud. 70 dB makes it 1/16th as loud. You can see the progression here... High-end pros studios are isolated to around 60 to 70 dB. Most home studios are more like 50 to 60 dB. Less than 50 dB isn't very exciting.
Long story short: There are no magical shortcuts in isolation. Adding things directly to a single-leaf wall doesn't have much effect.
Mass law is not your friend. Single-leaf is not your friend.
- Stuart -