an a2 has 6 pieces of a4
4 A3 sheets make up 1 A2
45
4
At most n-1. However, it can be a lot fewer. For example, calculating A10 does not require 9 multiplications. A*A = A2 A2*A2 = A4 A4*A4 = A8 A8*A2 = A10 Only 4 multiplications were required.
The size of 4 A4 papers stuck together would be equivalent to the dimensions of a single A4 paper in terms of length and width, but the thickness would be four times that of a single sheet of A4 paper. A standard A4 paper measures 210 mm by 297 mm, so when four sheets are stuck together, the dimensions would still be 210 mm by 297 mm, but the thickness would be approximately 0.4 mm (assuming each sheet is 0.1 mm thick).
The Audi A2
a2 + b2 = c2
It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3It is best used when trying to get a total of a large range of cells, like:=SUM(A2:A35)You can use it for any calculation, but usually it is not necessary. Of the following, the second is the best way as there is no need to use the SUM function:=SUM(A2+A3)=A2+A3
A2 is larger than A3. An A1 sheet can be exactly divided into 2 A2 sheets, and A2 sheet can be exactly divided into to A3 sheets, etc.
4 pieces of A4 fit on one piece of A2.
an a2 has 6 pieces of a4
OK, I figured it out on my own:=mod(,1)There is no function that does it directly, so you need a combination of functions. You need to remove the whole number part. The best way is doing it this way, which also works for negative numbers. Assume your value is in A2:=ABS(A2)-INT(ABS(A2))
If I've read your question correctly, you need to subtract: a2 +2a -7 a2 -4a2 +5a2 -6 = 2a2 -6 Note, if x - y = z, then y = x - z; so: 2a2 -6 - (a2 -2a +1) = 2a2 -6 - a2 +2a -1 = a2 +2a -7
4 A3 sheets make up 1 A2
4 roughly
a2 + -5a2 - a2 - a = a2 - 5a2 - a2 - a = a2 - 6a2 - a = -5a2 - a