It looks like you've uploaded a table showing the frequency of different colored drinks, but there's no specific question or task mentioned in your message. However, based on the table, I can help interpret or analyze it.
Here is the data from the table:
| Colour | Frequency |
|--------------|-----------|
| Water | 1 |
| Orange juice | 2 |
| Fizzy pop | 2 |
| Cordial | 4 |
Possible Interpretations or Tasks:
Since no explicit problem was stated, here are some common types of tasks that might be associated with this table:
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1. Find the total number of observations
Add up all the frequencies:
$$
1 (Water) + 2 (Orange juice) + 2 (Fizzy pop) + 4 (Cordial) = 9
$$
Total = 9
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2. Find the mode (most frequent item)
The mode is the value with the highest frequency.
- Cordial has the highest frequency:
4
✔ Mode = Cordial
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3. Create a bar chart or pie chart
You could represent this data visually using a bar chart or pie chart to show how often each drink appears.
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4. Calculate the probability of selecting a certain drink
For example, what is the probability of randomly selecting "Cordial"?
$$
P(\text{Cordial}) = \frac{\text{Frequency of Cordial}}{\text{Total}} = \frac{4}{9}
$$
Similarly:
- $ P(\text{Water}) = \frac{1}{9} $
- $ P(\text{Orange juice}) = \frac{2}{9} $
- $ P(\text{Fizzy pop}) = \frac{2}{9} $
---
5. Compare frequencies
For instance:
- Cordial is twice as frequent as orange juice or fizzy pop.
- Water is the least frequent.
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If you have a specific question (e.g., “What is the mode?” or “What percentage is cordial?”), please clarify, and I’ll give a targeted answer!
Let me know what you'd like to do with this data!
Parent Tip: Review the logic above to help your child master the concept of pie chart problems worksheet.
