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393 LearnersLast updated on December 11, 2025

Factors help us divide numbers equally, making calculations faster and easier. We can find factors from the following methods:
In this method, we find pairs of numbers, which we multiply to get the desired number.
For example: Here are the factors of 158 by multiplication method:
1x158=158
2x79=158
79x2=158
158x1=158
Above given are all the factors of 158.


We divide 158 by numbers starting from 1 and see which number gives the remainder of 0.
158 1=158
158 2=79
158 79=2
158 158=1
So the factors are 1,2,79 and 158.
We write the number as the product of prime factors. The factors of 158 are:
158=2x79
A factor tree shows how a number can be parted down into prime factors.158 is broken down into two factors, 2 and 79.
A number should have both positive and negative factors:
Positive :(1,2,79,158)
Negative:(-1,-2,-79,-158)
While learning about factors of 158, students may likely make mistakes, to avoid them a few mistakes with solutions are given below:
Write the prime Factorization of 158
Divide 158 by the smallest prime number, 2:
158÷2=79.
Next, check if 79 is a prime number:
79 is not divisible by any prime number except itself.
Prime Factorization: 2×79.
Prime factorization breaks down 158 into its prime components, resulting in 2×79.
Solve for the sum of all positive factors of 158.
Sum of the factors: 1+2+79+158=240, we add all the factors of 158.
List the factors of 158:
Factors: 1,2,79,158
Add all the factors:
1+2+79+158=240
Find the GCF of 158 and 316.
The largest factor common to both numbers is 158.
Factors of 158: 1,2,79,158
Factors of 316: 1,2,4,79,158,316
GCF = 158
158 is the largest common factor of 158 and 316.





