Well, the truth is no one knows. If you can be bothered to write the answer to that down. Numbers can go on for infinity, but you could be writing until you filled every bit of paper in the world.
Unanswerable question really.
There is NO number with the most number of factors.
The largest one digit number that has three factors is 9. Its factors are 1, 3, and 9.
There is no such number. Just as numbers don't stop, the possible number of factors is infinite.
This is a nonsensical question. There are more than 13 multiples of 10 - in fact there are an infinite number. And there are multiples of 10 which have an infinite number of factors - so there cannot be a "largest" number of factors.
The maximum number of different factors is 12 and there are 5 numbers in 1-100 which have 12 factors.
Each number has a certain amount of factors. Other numbers may have the same amount of factors, but not the same exact factors. Since numbers don't stop, thee amount of factors doesn't stop either, but each number has a distinct set.
97
It is 97 and its factors are itself and one
A square number.
A square number
241
If factors include 1 and the number itself then the any number (n) with only 4 factors has to be the product of two prime numbers, p1 and p2. The factors are then n, p1, p2, and 1. The largest 3-digit number with only 4 factors is 998. The factors are 998, 499, 2 and 1