Maria ran an experiment to determine the optimal conditions for growing artichokes. The data below displays the weights of the artichokes she grew (measured in grams).
132.9	127.1	115.2	116.4	104
114.9	98.6	103.4	132.9	132.9


What is the mean weight of the artichokes?

mean = 


What is the median weight of the artichokes?

median = 


What is the mode weight of the artichokes?

mode = 


The mean, median, and mode of the artichoke weights are:

- **Mean weight** = 117.83 grams
- **Median weight** = 115.8 grams
- **Mode weight** = 132.9 grams

Do you have any questions or want further details?

Here are 5 related questions you might find useful:
1. How do mean, median, and mode help in understanding data distribution?
2. What is the range of the artichoke weights?
3. How would the results change if there were more extreme weights?
4. Can multiple modes exist in a dataset? If yes, when does that occur?
5. What is the significance of using median over mean in skewed data?

**Tip**: The median is a useful measure when dealing with skewed data, as it is less affected by outliers than the mean.

Maria ran an experiment to determine the optimal conditions for growing artichokes. The data below displays the weights of the artichokes she grew (measured in grams). 132.9 127.1 115.2 116.4 104 114.9 98.6 103.4 132.9 132.9 What is the mean weight of the artichokes? What is the median weight of the artichokes? What is the mode weight of the artichokes?

Learn how to calculate the mean, median, and mode for the artichoke weights: 132.9, 127.1, 115.2, 116.4, 104, 114.9, 98.6, 103.4, 132.9, 132.9 grams. This example covers statistical concepts and is suitable for students in Grades 6-8.

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