Question

write a ratio in all three forms comparing Chipotle fans to McDonald's lovers in simplified formChipotle 30mcdonalds 46

Answer 1

The simplified ratio of Chipotle fans to McDonald's lovers is 15:23, which can also be written as 15/23 or '15 to 23' in words. This represents the numerical comparison of fans between two different dining approaches.

Step-by-step explanation:

The ratio comparing Chipotle fans to McDonald's lovers can be written in three forms. Given the numbers, Chipotle has 30 fans, and McDonald's has 46 lovers. First, we simplify the ratio 30:46 by finding the greatest common divisor, which is 2. So, the simplified ratio is 15:23.

The three forms of this ratio are:

1. As a fraction: 15/23
2. With a colon: 15:23
3. In words: 15 to 23

This simplified ratio represents the comparison between fans of the two restaurants in question, reflecting the different approaches they have towards the food quality and sourcing that they are known for, albeit not directly related to the ratio itself.

Answer 2

Given the question in the question tab, the following are the solution steps to write the ratio in three forms

STEP 1: Write the given numbers

`\begin{gathered} \text{Chipotle}=30 \\ \text{McDonalds}=46 \end{gathered}`

STEP 2: Write the three forms of writing ratios

The three forms of writing ratios are:

1. Word form which involves using the word "to"

2. Fraction form

3. Using colon

Writing the ratio in a simplified form

`\begin{gathered} 30\colon46\text{ to simplest form} \\ (30)/(46)=(15)/(23) \end{gathered}`

STEP 3: Write the required ratio in all three forms

Form 1: 15 to 23

Form 2:

`(15)/(23)`

Form 3: 15:23