Table Of Contents
Last updated on December 2nd, 2024
Factors of any number are the dividers or multipliers that can divide the number fully and can be multiplied together to produce the given product, 123. Do you know, factors form the basic approach to solve some general mathematical procedures? This article will give you the insights of factors of 123.
The factors of 123 or the numbers which divide 123 exactly are:
1,3,41, and 123.
Negative factors of 123: -1,-3,-41,-123.
Prime factors of 123: 3,41
Prime factorization of 123: 3×41
The sum of factors of 123: 1+3+41+123 = 168
For finding factors of 123, we will be learning these below-mentioned methods:
This particular method often finds the pair of factors which, on multiplication together, produces 123. Let us find the pairs which, on multiplication, yields 123.
So, factors of 123 are: 1,3,41, and 123.
The division method finds the factors that evenly divides the given number 123. In this process, we have to divide 123 by all possible natural numbers less than 123 and check.
1,3,41, and 123 are the only factors that the number 123 has. So to verify the factors of 123 using the division method, we just need to divide 123 by each factor.
123/1 =123
123/3=41
123/41=3
123/123=1
Prime Factorization is the easiest process to find prime factors. It decomposes 123 into a product of its prime integers.
The number 123 is written on top and two branches are extended.
Fill in those branches with a factor pair of the number above, i.e., 123.
Continue this process until each branch ends with a prime factor (number).
The first two branches of the factor tree of 123 are 3 and 41.
Factor Pairs
Positive pair factors: (1,123), (3,41).
Negative pair factors: (-1,-123), (-3,-41).