# Lowest Common Denominator (LCD) of 1/11 and 23/94

So you wanna find the lowest common denominator of 1/11 and 23/94? Lucky for you that's exactly what this page is here to help you with! In this quick guide, we'll walk you through how to calculate the lowest common denominator for any fractions you need to check. Here we go!

In a rush and just want the answer? No worries! The LCD of 1/11 and 23/94 is 1034. In fraction form it's 1/1034.

LCD(1/11, 23/94) = 1034

In fraction form:

1 / 1034

Read on to find out how we worked that out!

As we always do in these articles, it's worth a very quick recap on fraction terminology. The number above the line is called the numerator and the number about the line is called the denominator. So, in this example, our numerators are 1 and 23, while our denominators are 11 and 94.

## What is the Lowest Common Denominator?

To calculate the lowest common denominator, the easiest way is to look at the factors of those numbers and find the lowest common multiple. Here's how that looks for 11 and 94:

• Factors for 11: 1 and 11
• Factors for 94: 1, 2, 47, and 94

Since there are no common factors in 11 and 94, the easiest way to get the lowest common denominator is to multiply them:

11 x 94 = 1034

The next step is to calculate the numerator and complete our fraction. To do this, we need to find the greatest common factor of the numerators, which are 1 and 23.

• Factors for 1: 1
• Factors for 23: 1 and 23

As we can see, the greatest common factor between the numerators is 1, so this becomes our numerator in the fraction:

1 / 1034

Hopefully this article has helped you to understand how to calculate the lowest common denominator of two fractions. Isn't math fun? If you want to challenge yourself, try to work out the least common denominator of some fractions by yourself and use our LCD calculator to check your answers!