Find the mean for this list of numbers

100	71
37	94
23	11
61	51
52	82
6	75
63	65
16	


To find the mean (average) of a list of numbers, follow these steps:

1. **Add all the numbers** to find the sum.
2. **Divide the sum by the total number of values** in the list.

Let's go step-by-step.

### List of Numbers:
\[
100, 71, 37, 94, 23, 11, 61, 51, 52, 82, 6, 75, 63, 65, 16
\]

### Step 1: Sum of the Numbers
\[
100 + 71 + 37 + 94 + 23 + 11 + 61 + 51 + 52 + 82 + 6 + 75 + 63 + 65 + 16 = 807
\]

### Step 2: Count of the Numbers
There are 15 numbers in total.

### Step 3: Calculate the Mean
\[
\text{Mean} = \frac{\text{Sum of Numbers}}{\text{Count of Numbers}} = \frac{807}{15} = 53.8
\]

So, the **mean** of the given list of numbers is:

\[
\boxed{53.8}
\]

---

Would you like to see more details or have any further questions?  

Here are five related questions to explore:  
1. How do you calculate the median of this list of numbers?  
2. What is the range of this data set?  
3. How does removing an outlier affect the mean?  
4. Can you explain the difference between mean and mode?  
5. How do you calculate the weighted mean for a dataset?

**Tip:** When working with large datasets, always double-check your addition to avoid calculation errors!

Find the mean for this list of numbers: 100, 71, 37, 94, 23, 11, 61, 51, 52, 82, 6, 75, 63, 65, 16.

Learn how to calculate the mean of a list of numbers with a step-by-step explanation. In this example, we calculate the mean of 15 numbers: 100, 71, 37, 94, 23, 11, 61, 51, 52, 82, 6, 75, 63, 65, and 16. The solution covers key statistical concepts and formulas for finding the mean, suitable for students in Grades 6-8.

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