Q: please tell me the fingerings for the C scale on the trumpet
A: Sure! To play the C scale on the trumpet, use the following fingerings:
C: 1st valve
D: 1st and 2nd valves
E: 1st and 3rd valves
F: 1st, 2nd, and 3rd valves
G: open (no valves pressed)
A: 2nd valve
B: 3rd valve
C: open (no valves pressed)
Keep in mind that these are the most common fingerings for the C scale, but other fingerings are possible and may be more comfortable for some players. It's also important to practice your scales regularly in order to improve your technique and control. Happy practicing!
It's been a long time since I played trumpet, but aren't those incorrect?
On a regular Bb trumpet, this is the D (major) scale, so D should be 1-3 unless it's in the second octave (in which case this sequence is still wrong).
Looks like ChatBot ain't gonna take our musical jerbs anytime soon!
I did similar tests with the bot about chords scales and time signature. His ignorance and general stupidity on that matter, coupled with overconfidence and extreme insistence on wrong outputs, is really funny.
I asked it to produce "ascii drum tablature for a cool beat", or "what's the ascii guitar tab for the main riff in Metallica's Seek and Destroy", and in both cases it makes something that kind of looks like drum tablature or guitar tablature, but is basically nonsense.
"{0,1}^N": a discrete n-dimensional space, where the possible values in each dimension are 0 or 1
So they're saying a computer takes a length N binary sequence input and produces a length M binary output.
(As for "what level is this", I didn't cover any of this in my double A-level[0] in maths/further maths, but I am covering it in brilliant.org and some popular maths books, so my best guess is it's first or second year degree level?)
A computer is an abstract mathematical description (eg., like "prime") of a certain mathematical object, a function.
A computer is a way of specifying a discrete function (ie., one which maps a finite number of bits to a finite number of bits), in terms of a sequence of mathematical transitions.
It's an "algorithmic" way of specifying the domain and codomain of a discrete function.
Electrical digital computers aren't actually computers in this sense, and are extremely aproximately described by them. Inasmuch as the shape of the earth is aproximately "spherical".
In any case, pretty much all of physics does not use discrete functions (indeed, I can't think of a single case). In every way physics describes reality, ie., parameterised on space and time, functions are continuous.
They map an infinite amount of spatio-temporal information to an infinite amount of spatio-temporal information.
And there is yet no reason whatsoever, other than the AI PR machine, to suppose that all of physics is wrong in this regard, and the universe is describable by anything else.
This is relevant here, since the problem that cannot be represented to the machine uses ordinary equations of physics, none of which are computable.
Yeah whenever I've seen a favourite creator put up an out-of-place piece of long form content, it sometimes even gets a calendar entry so I can give it my full attention later
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Q: please tell me the fingerings for the C scale on the trumpet
A: Sure! To play the C scale on the trumpet, use the following fingerings:
C: 1st valve
D: 1st and 2nd valves
E: 1st and 3rd valves
F: 1st, 2nd, and 3rd valves
G: open (no valves pressed)
A: 2nd valve
B: 3rd valve
C: open (no valves pressed)
Keep in mind that these are the most common fingerings for the C scale, but other fingerings are possible and may be more comfortable for some players. It's also important to practice your scales regularly in order to improve your technique and control. Happy practicing!