Observe the factors of 25, we provide you Positive factors of 25, we provide you Negative factors of 25, we calculate prime factors of 25.

Finding factors of the numbers is actually something that we use quite a bit when we add fractions together and when we subtract them when we multiply them will constantly be meddling with these fractions and trying to use these factors to make them simpler or change them.

A factor is a number that divides evenly into
another number so literally, it's a number that **divides** evenly into another
number.

## How to Calculate Factors of 25

All the Positive and **Negative **Numbers that can divide
into 25.

Let’s find the Factors of 25

**25 ÷ 1 = 25**

**25 ÷ 5 = 5**

**25 ÷ 25 =1**

1, 5 and 25 are the Positive factors of 26 whereas
-1,-5, and -25 are the Negative Factors of 25.

**Factor Pairs of 25**

When we multiplied two factors and result will be 25
then we can say Factors pairs of 25.

**1 X 25 = 25**

**5 X 5= 25**

**25 X 1 = 25**

When we put minus in front of every factor we get
Negative Factor pairs of 25.

**-1 X - 25 = 25**

**-5 X - 5= 25**

**-25 X - 1 = 25**

We need to find
all the factors of 25.
It's simple! We write the number as a product of two positive numbers. We have
to think of all possible combinations though. How do we write it as a product
of two numbers. It can be written as 1 multiplied by 25.

We have written
25 as a product of two numbers. 25 can be written as 1 multiplied by 25. This is the simplest and the most
obvious combination. One is always a factor of all numbers. Then we move on to 5. Is 25 divisible by 5? Yes and the product can be written as 5 multiplied by 5. . There is no other
product of two positive numbers that would result in 25.

That's when we
know that we have exhausted all possibilities. These are the only ways in which we can write 25 as a product of two numbers. So we can
say that these 3 numbers individually are
the factors of 25.
The factors are 1,5, and 25.