Level 3- 4  From the graph above a) Describe the distribution of the data.b) What percentage of teenagers ate red meat more than twice per week?

To answer your question, let's break it down into the specified parts:

a) Describe the Distribution of the Data

In general, a distribution can be described in terms of its shape (normal, skewed, bimodal, etc.), center (mean or median), and spread (range, interquartile range, standard deviation). From the graph you mentioned (though the graph itself isn't visible), the distribution of data regarding teenagers eating red meat could show various shapes. For example:

• If data is symmetric with a bell shape, it may indicate a normal distribution.
• If data tails off to one side, it may be positively or negatively skewed.
• If there are two peaks, it could be bimodal.

b) What Percentage of Teenagers Ate Red Meat More Than Twice Per Week?

Without the graph for reference, I can't provide the exact percentage. However, to determine this percentage from a typical histogram or bar chart:

1. Identify the bar or section of the graph that represents teenagers who ate red meat more than twice a week.
2. Calculate the total number of responses (the total area under the graph).
3. Find the number of teenagers who fall into the category of eating red meat more than twice a week.
4. Use the formula: $\text{Percentage} = \left( \frac{\text{Number of teenagers eating red meat > 2 times}}{\text{Total number of teenagers}} \right) \times 100$

Final Answer

These steps will help you determine the percentage directly from the graph, and the description of the distribution will depend on its observed features. Without specific data or the graph, it is essential to conduct this analysis accordingly.