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With steps, calculate the mean monthly for production team A (Round to nearest whole number as needed.)

To calculate the mean monthly production for Team A, we follow these steps:

### Step 1: Add the number of brake pads produced by Team A each month.

From the table:
- January: 37,766
- February: 34,770
- March: 35,097
- April: 38,597
- May: 39,029
- June: 36,956

Sum of these values:

\[
37,766 + 34,770 + 35,097 + 38,597 + 39,029 + 36,956 = 222,215
\]

### Step 2: Divide the total production by the number of months (6 months).

\[
\frac{222,215}{6} = 37,036 \text{ (rounded to the nearest whole number)}
\]

### Final Answer:
The mean monthly production for Team A is **37,036 brake pads**.

Would you like further details or have any questions?

Here are 5 related questions to deepen understanding:
1. What is the total production output for both Team A and Team B combined over the six-month period?
2. How does the production output of Team B compare to Team A?
3. What is the cost of producing all brake pads for Team A over the six months?
4. If Team A increased production by 5% next month, what would their new output be?
5. How would you calculate the median monthly production for Team A?

**Tip:** Always check if there is any anomaly in data by reviewing monthly production trends before calculating summary statistics like mean.

With steps, calculate the mean monthly production for team A (Round to nearest whole number as needed).

Learn how to calculate the mean monthly production for Team A using arithmetic mean. This problem involves summation of monthly production values and division to find the average. Suitable for students in Grades 6-8.

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