Understanding ratios is an essential math skill that helps us compare different quantities in a simple way. In this article, we’ll explore **how to write ratios in three different formats**. We’ll use easy examples to make sure everyone can follow along, especially if you’re a young student or just beginning to learn about ratios. Let’s dive into the world of ratios with some fun and easy examples!

**How to Write a Ratio in 3 Ways?**

A ratio is a way to show the relationship between two numbers or amounts, indicating how much of one thing there is compared to another. For example, if you have two apples and three oranges, you can describe this as a ratio in three different ways:

**Using a colon**: 2:3**As a fraction**: 2/3**In words**: two to three

These formats can help you understand and compare quantities in a very clear and simple manner.

**What is the Ratio of 6 Weeks to 12 Days in Three Ways?**

When we need to compare the time of 6 weeks to 12 days, first we need to convert these times into the same unit. Since 1 week equals 7 days, 6 weeks would be 42 days. Now, let’s write the ratio of 42 days to 12 days:

**Using a colon**: 42:12**As a fraction**: 42/12**In words**: forty-two to twelve

To make it even simpler, you can reduce this ratio by dividing both numbers by their greatest common divisor, which is 6:

**Reduced using a colon**: 7:2**Reduced as a fraction**: 7/2**Reduced in words**: seven to two

**What are Three Ratios Examples?**

Here are three more examples to help you get comfortable with writing ratios:

**Rice to beans in a recipe**:**Using a colon**: 1:2**As a fraction**: 1/2**In words**: one to two

**Blue to red marbles in a bag**:**Using a colon**: 3:5**As a fraction**: 3/5**In words**: three to five

**Books to magazines on a shelf**:**Using a colon**: 4:7**As a fraction**: 4/7**In words**: four to seven

**What is an Example of a 1 2 3 Ratio?**

When we say a 1:2:3 ratio, we’re talking about three related quantities. Let’s say we’re mixing ingredients for a drink, where we use 1 part of syrup, 2 parts of water, and 3 parts of juice:

**Using a colon**: 1:2:3**As a fraction**(not typically used for three-part ratios, but could be thought of as fractions of the whole): 1/6, 2/6, 3/6**In words**: one to two to three

**Write a Ratio of the Following in Three Ways: 4 Days to 36 Hours**

First, let’s convert days to hours. Since 1 day is 24 hours, 4 days equals 96 hours. Now, the ratio of 96 hours to 36 hours can be written as:

**Using a colon**: 96:36**As a fraction**: 96/36**In words**: ninety-six to thirty-six

And when reduced:

**Reduced using a colon**: 8:3**Reduced as a fraction**: 8/3**Reduced in words**: eight to three

**Conclusion**

Ratios are a straightforward and effective way to compare quantities, helping us understand relationships and proportions in everyday life. Whether you’re cooking, studying, or just sorting out your marble collection, knowing how to express ratios in different ways can be incredibly useful.