using Avagadro's number you can go from a number of something to mols, or you can go backwards, from mols of something to particles/atoms/molecules etc.
Any number that has more than 2 factors is a composite number
1, 3, 5 and 15
The answer will depend on what conversion "that conversion" is. And since you have not bothered to share that critical bit of information, it is not possible to give a more helpful answer.
Unless you have choices to give us, there is no rational answer to this problem. Since numbers don't stop, numbers of factors don't stop either.
No, it is not possible to do that: there are too many.
using Avagadro's number you can go from a number of something to mols, or you can go backwards, from mols of something to particles/atoms/molecules etc.
It does not! The number 7 has fewer factors!
The study of metric system and units are important as it give a simple conversion factors. Metric units always goes by the powers of 10 that the calculations becomes easier to deal with than imperial where the conversion factors differ by its units.
15
There are thousands of conversion factors and it is not possible to list them all. There are over 30 units of length listed in Wikipedia "unit of length" - some are more common than others but most are in use. The count does not include the 20 or so SI prefices (milli, centi, kilo etc), making around 50 units in all. Each pair of measurement units will have two conversion factor: from A to B and from B to A. So just lengths will give rise to approx 50*50 (or 2500) conversion factors. Then there are measures for area, volume, mass, weight, force, work, ...
Any number that has more than 2 factors is a composite number
One needs the composite number before he can find its factors. Thus the solution I shall give is ∞.
A square number, like 4, 9 and 25.
55
1, 3, 5 and 15
Every prime number has exactly two factors. One of the factors is ' 1 '.The other factor is the number itself. If the number has any more factors,then it's not a prime number.If someone gives you a number, guarantees that it's definitely a prime number,and asks you to find the factors, you know the answer immediately. There aretwo factors. One of the factors is ' 1 ', the other factor is the number itself, andthere are no more factors.