A 1:5 ratio means for every 1 part of something, there are 5 parts of something else. In your case, you mentioned 100g, so you can calculate the corresponding amounts based on this ratio.

Let’s assume that the 100g corresponds to the first part in the ratio:

- 1 part = 100g  
- 5 parts = \( 100g \times 5 = 500g \)

Thus, in a 1:5 ratio, for every 100g of the first substance, you would have 500g of the second substance.

Would you like to see more details on this? Feel free to ask any questions.

Here are five related questions to further explore ratios:

1. How would you calculate the ratio if you had a total mass of 600g?
2. What is the inverse ratio of 5:1, and how does it change the quantities?
3. If you have 100g of the second part, what would be the first part in a 1:5 ratio?
4. How can you divide 200g in a 1:5 ratio between two components?
5. Can you create a 1:5 ratio using percentages instead of grams?

**Tip:** When dealing with ratios, it's helpful to remember that you can scale them up or down, keeping the relationship between the parts constant.

Learn how to calculate a 1:5 ratio using 100g as the first part. This example explores the concept of ratios and proportions, suitable for students in Grades 5-7. Discover the method to scale ratios for different quantities with a step-by-step guide.

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