48
Every positive integer can be written uniquely as the product of primes.
So, a = p1^a1 x p2^a2. .. where p1, p2 … are primes, and a1, a2. .. are positive integers.
Also, that being the case, there are (a1+1)(a2+1)… factors.
Using this backwards, you want a number with exactly 10 factors. 10=2×5 = (1+1)(4+1)
The smallest value with exactly 10 factors is therefore 2^4 * 3^1 = 16 * 3 = 48
So your answer is 48
48 has ten factors.
48
Ten is not abundant because the sum of its proper factors is less than itself.
7
prime number
4
because it has more than two factors
six
14
Yes, an infinite amount. Any greater than zero and less than 10 The answer is digit. Any number that is less than ten and greater than zero will be a single digit. Once it hits ten, it becomes double digits and continues to increase.
two less than three times a number is 28
That's scientific notation.