What is 1.04325 as a fraction?

Numbers can be represented in a variety of ways including percentages, decimals, and fractions. The ability to convert any number from one format to another is an important math skill to have. These skills are typically thought in fifth grade math and require an understanding of place values and Greatest Common Factor (GCF).

In this article, we teach those skills step by step while demonstrating how to convert decimal 1.04325 into a fraction.

Answer: 1.04325 as a fraction equals 104325/100000 or 4173/4000

Here is the solution for converting 1.04325 to a fraction:

Step 1:

First, we write 1.04325 as  
1.04325/1

Step 2:

Next, we multiply both the numerator and denominator by 10 for each digit after the decimal point. Remember the numerator is the top part of the fraction and the denominator is the bottom part!
1.04325/1
  =  
1.04325 x 100000/1 x 100000
  =  
104325/100000


Step 3:

Next, we find the Greatest Common Factor (GCF) for 104325 and 100000. A factor is a number that divides into another number without any remainder.

The factors of 104325 are: 1  3  5  13  15  25  39  65  75  107  195  321  325  535  975  1391  1605  2675  4173  6955  8025  20865  34775  104325 
The factors of 100000 are: 1  2  4  5  8  10  16  20  25  32  40  50  80  100  125  160  200  250  400  500  625  800  1000  1250  2000  2500  3125  4000  5000  6250  10000  12500  20000  25000  50000  100000 
So for 104325 and 100000 that gives us a GCF value of: 25

Step 4:

For the last step we reduce the fraction. This just means writing the fraction in the simplest way. To do this we divide both the numerator and denominator by the GCF value we determined in step 3.
104325/100000
  =  
104325 ÷ 25/100000 ÷ 25
  =  
4173/4000


Good work! We have just walked through the steps on how to represent 1.04325 as a fraction.

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