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Angie’s Bakery bakes bagels. The June production is given below:

350, 450, 190, 190, 190, 190, 190, 190, 450, 190, 350, 190, 190, 370, 190, 370, 190, 340, 190, 190, 370, 340, 190, 450, 190, 340, 370, 190, 340, 340

Find the weighted mean.

*Note: Round your answer to the nearest whole number.*

Answer :

Final answer:

The weighted mean or weighted average refers to an average where each value has a 'weight' or frequency influencing the overall average. To calculate the weighted mean, multiply each number by its frequency, add them together, and then divide by the total frequency. The weighted mean for June's production at Angie's Bakery is 258 (rounded).

Explanation:

The subject of this question is regarding the computation of the weighted mean, specifically within the context of production numbers at Angie's bakery. The weighted mean, also known as the weighted average, is a type of average where each value has a certain 'weight' or frequency that affects the overall average. Instead of each number/production day having an equal impact on the average, a day where 340 bagels were produced will impact the average more than a day where 190 were produced.

To calculate the weighted mean:

  1. Add up the frequency of each production value. This will be the total number of bagels produced in June.
  2. Multiply each production value by its frequency (how many times that number appears).
  3. Add those results together.
  4. Divide that by the total number (step 1) to get the weighted mean.

Applying these steps, the weighted mean for June's bagel production at Angie's Bakery would be 258 (rounded to the nearest whole number).

Learn more about Weighted Mean here:

https://brainly.com/question/32750508

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