The a2 symbol is Italian for "a due", meaning both instruments play in unison
It's called a score.
Use alto clef. It has middle C on the central line and is used for violas on the orchestral score.
Unable to locate the orchestral score, but found the choral parts. See link below.
"Flauto 2 muta in flauta piccolo" I believe means "Flute 2 change to piccolo", in other words, at this point in the score the second flute changes to piccolo. -BLS
You can obtain the full orchestral score for "The Magnificent Seven" by searching for it in music libraries, purchasing it from online retailers like Sheet Music Plus or MusicNotes, or checking major sheet music distributors. Additionally, you might find it in university libraries or institutions with strong music programs. For a digital option, platforms like IMSLP may have it available for free if it is in the public domain.
john sat down to compose an orchestral arrangement Tim looked at the orchestral score
It's called a score.
Danny Elfman
A full orchestral score typically uses multiple music staffs, with each staff representing a different instrument or group of instruments in the orchestra.
Below the flutes and above the cor angles, and Clarinets.
you can buy it on itunes
The Average function. For example, to get the mean of the cells from A2 to A15, you would use it this way: =AVERAGE(A2:A15)
Use alto clef. It has middle C on the central line and is used for violas on the orchestral score.
The mean of the numbers a1, a2, ..., an is equal to (a1 + a2 + ..., + an)/n. This number is used mostly as the average. It is called the arithmetic mean.
If you mean a2 x a2... the answer is a4
The answer is 9. Let's first use and example, then view it conceptually. If we have scores of 3, 4, 5, 6, and 7, the mean will be five. (3 + 4 + 5 + 6 + 7)/5 = 25/5 or 5 If we add 4 to each of those scores we will then have: (7 + 8 + 9 + 10 + 11)/5 = 45/5 = 9 To see that this will work for all sets of scores, think of the formula for the mean: (a1 + a2 + a3 ... + an)/n = original mean Where a represents a single score in the distribution and n = number of scores in the sample. If we were to add 4 to each of the scores, then: [(a1+4) + (a2+4) + (a3+4) ... + (an+4)]/n [(a1 + a2 + a3 ... + an)+4n]/n [(a1 + a2 + a3 ... + an)/n] + 4 original mean + 4
Yes you can. Most commonly this is done with an IF function. Say if someone passes if they score 40% or more, or other wise they fail, you would have an IF function like this, where there score is entered in cell A2: =IF(A2>=40%, "Pass" , "Fail" )