Arielle receives a piecework rate of 10 cents per unit from the Wiggy Factory. Her production for last week was affected by a machinery breakdown on Tuesday. Her production results were: Monday, 375 units; Tuesday, 22 units; Wednesday, 410 units; Thursday, 390 units; and Friday, 390 units.a. What is the mean number of units produced per day?

b. What is the median number of units produced?

c. What is the mode number of units produced?

Measures of central tendency assist in the discovery of a data set's middle, or average. The mode, median, and mean are the three most popular metrics of central tendency.

Mode: It is the most common value in a given data set.
Median: In an ordered data set, the median is the number in the middle.
Mean: It is the total number of values divided by the sum of all values.

Given the production of Arielle for Monday is 375 units; Tuesday is 22 units; Wednesday is 410 units; Thursday is 390 units, and Friday is 390 units. Therefore, the dataset is {375, 22, 410, 390, 390}.

A.) The the mean number of units produced per day is,

Mean = (375+22+410+390+390)/5 = 1587/5 = 317.4 units per day

B.) The median number of units produced is 390.

C.) The mode number of units produced is 390.

Hence, the mean, median, and mode of the number of units produced per day are 317.4, 390, and 390.

Learn more about the Central Tendency:

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