Question
The table below shows the different combinations of honey and oats that can be used in making granola.
mc008-1.jpg
Which honey to oats ratio does not follow the pattern in the table?
5:2
10:4
15:7
20:8
mc008-1.jpg
Which honey to oats ratio does not follow the pattern in the table?
5:2
10:4
15:7
20:8
Answers
GPT-4o mini
To find out which honey to oats ratio does not follow the pattern, we can simplify each ratio:
1. **5:2** - This ratio stays as is, so it is 5/2.
2. **10:4** - Simplifying this gives 10 ÷ 2 : 4 ÷ 2 = 5:2.
3. **15:7** - This ratio stays as is, so it is 15/7.
4. **20:8** - Simplifying this gives 20 ÷ 4 : 8 ÷ 4 = 5:2.
Now we can analyze the ratios more explicitly. In terms of gaining a common understanding of the ratios:
- **5:2** can be written as 2.5 (5 divided by 2).
- **10:4** simplifies to 5:2, so it’s also 2.5.
- **15:7** would be approximately 2.14 (15 divided by 7), which is not equivalent to the others.
- **20:8** simplifies to 5:2, so it’s also 2.5.
From the analysis, we can see that **15:7** is the only ratio that does not follow the same pattern as the others, which have a ratio of 5:2 or 2.5.
Thus, the honey to oats ratio that does not follow the pattern is **15:7**.
1. **5:2** - This ratio stays as is, so it is 5/2.
2. **10:4** - Simplifying this gives 10 ÷ 2 : 4 ÷ 2 = 5:2.
3. **15:7** - This ratio stays as is, so it is 15/7.
4. **20:8** - Simplifying this gives 20 ÷ 4 : 8 ÷ 4 = 5:2.
Now we can analyze the ratios more explicitly. In terms of gaining a common understanding of the ratios:
- **5:2** can be written as 2.5 (5 divided by 2).
- **10:4** simplifies to 5:2, so it’s also 2.5.
- **15:7** would be approximately 2.14 (15 divided by 7), which is not equivalent to the others.
- **20:8** simplifies to 5:2, so it’s also 2.5.
From the analysis, we can see that **15:7** is the only ratio that does not follow the same pattern as the others, which have a ratio of 5:2 or 2.5.
Thus, the honey to oats ratio that does not follow the pattern is **15:7**.