64.
Abundant is a number for which the sum of all its proper factors is greater than the number itself. Deficient is a number for which the sum of all its proper factors is less than the number itself. Perfect is a number for which the sum of all its proper factors is the number itself.
Abundant, deficient and perfect numbers are determined by the sum of the proper divisors (or factors) of a number, which excludes the number itself. The factors of 76 are : 1,2,4,19,38,76 . . . after excluding the number itself the sum of the proper divisors is :- 1+2+4+19+38= 64 Deficient numbers occur when the sum of the proper divisors is less than the number itself. As 64 is less that 76 then it is deficient.
13 is a prime number so the only factors are 1 and itself. Prime numbers have no proper factors.
A prime number has two factors: one and the number itself. A prime number does not have any proper factors.
A deficient number is a number with its proper factors equalling a lower number than itself.
Abundant is a number for which the sum of all its proper factors is greater than the number itself. Deficient is a number for which the sum of all its proper factors is less than the number itself. Perfect is a number for which the sum of all its proper factors is the number itself.
Yes, the number 16 is an abundant number because the sum of its proper divisors (1, 2, and 4) is greater than the number itself (16).
In number theory, an abundant number is a number for which the sum of its proper divisors is greater than the number itself.
the proper factors are the factors of a number not including the number itself, or 1.
"Proper factors" are all of a number's factors except one and the number itself.
The proper factors of a number do not include one and the number itself.
The set of factors includes one and the number itself. Proper factors do not include those two.
The proper factors are the regular factors without one and the number itself.
I think it's 51.
Proper factors don't include one and the number itself.
Proper factors do not include one and the number itself.
I think it's the number 64.