That's a phase diagram, there's probably lots of cool things going on in the solid state below that line. Probably different ratio solids at each peak. 1:4 3:2 etc. The % are goofy because it is reported by weight but behaves based on count.
My uneducated gut feeling is that it's due to the ratio of water and how the water molecules interact with the acid. Other acids have similar curves (in that they aren't a smooth curve).
This is correct, and it isn't just associated with acids. It's because of an effect called 'freezing point depression', which is the same reason salt lowers the freezing point of water while raising its boiling point.
There are a few explanations as to why this happens, with the easiest being this: if you add something that can't freeze to something that can, then the whole thing will need to lose more energy to allow the whole mass to solidify because the un-freezing stuff physically interferes with the attempts of the freezing stuff to bind together.
However, there is also the additional aspect of vapor pressure, which comes into play when adding things that can freeze to another thing that also freezes, but at a different temperature. I don't really understand that at all, so I will pull from the Wikipedia article on it:
The freezing point is the temperature at which the liquid solvent and solid solvent are at equilibrium, so that their vapor pressures are equal. When a non-volatile solute is added to a volatile liquid solvent, the solution vapour pressure will be lower than that of the pure solvent. As a result, the solid will reach equilibrium with the solution at a lower temperature than with the pure solvent. This explanation in terms of vapor pressure is equivalent to the argument based on chemical potential, since the chemical potential of a vapor is logarithmically related to pressure. All of the colligative properties result from a lowering of the chemical potential of the solvent in the presence of a solute. This lowering is an entropy effect. The greater randomness of the solution (as compared to the pure solvent) acts in opposition to freezing, so that a lower temperature must be reached, over a broader range, before equilibrium between the liquid solution and solid solution phases is achieved. Melting point determinations are commonly exploited in organic chemistry to aid in identifying substances and to ascertain their purity.
So, TL;DR is that chemistry is weird, things react weird at the molecular level because of energy states, and that is what allows us to make ice cream!
Depends on temperature and pressure. This diagram doesn't go that low, but I would guess it's a solid in the near vacuum of space based on what I know of space ice like Saturns rings and comet tails.
Depends on how far out it is from the nearest star. Inside the orbit of jupiter exposed ice will sublimate into steam thanks to heating from sunlight, outside it remains ice. This is actually what a comet is, namely a ball of ice from the outer solar system orbiting in close to the sun and sublimating off. The steam is so loosely bound thanks to the tiny gravity of the comet that the solar wind blows it away, creating the visable tail.
Yes, Water itself has a pretty weird freezing diagram, but meltin diagrams are already weird, even in metals as I remeber this from Iron, iron carbid. Melting always depends on several factors, pressure, depending of added substances...
That's a phase diagram, there's probably lots of cool things going on in the solid state below that line. Probably different ratio solids at each peak. 1:4 3:2 etc. The % are goofy because it is reported by weight but behaves based on count.