The ratio \(1:4\) compares two quantities where the first quantity is one part and the second quantity is four parts. 

This means that for every 1 unit of the first quantity, there are 4 units of the second quantity. 

For example, if you have 1 apple and 4 oranges, the ratio of apples to oranges is \(1:4\).

Would you like to explore this concept further or see how it's applied in different scenarios?

Here are 5 questions related to this topic:

1. How would you express the ratio 4:1 in fraction form?
2. If you have 5 units of the first quantity in a 1:4 ratio, how many units do you have of the second quantity?
3. Can you convert the ratio 1:4 into a percentage?
4. How would the ratio change if both quantities were doubled?
5. What is the ratio 1:4 equivalent to when both quantities are multiplied by 3?

**Tip:** When dealing with ratios, always make sure that the units being compared are consistent and relevant to ensure the ratio accurately represents the relationship between the quantities.

Explore the ratio 1:4 with clear explanations and examples. Understand how ratios work and how they apply to quantities. Example scenarios include comparing apples to oranges in a 1:4 ratio. Ideal for students learning about ratios and proportions in Grades 5-7.

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