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(b) The mean salary is the sum of all the salaries divided by the number of salaries. The original sum of the salaries is 6920. � � � ℎ � 6920.Ifthe613 salary changes to 406 , � ℎ � � � � � � � � � � ℎ � � � � � � � � � � � 406,thenewsumofthesalariesis6713. The original mean is 6920 / 9 = 6920/9=769.11 (rounded to the nearest cent). The new mean is 6713 / 9 = 6713/9=746.00

Question

(b) The mean salary is the sum of all the salaries divided by the number of salaries. The original sum of the salaries is 6920. � � � ℎ � 6920.Ifthe613 salary changes to 406 , � ℎ � � � � � � � � � � ℎ � � � � � � � � � � � 406,thenewsumofthesalariesis6713. The original mean is 6920 / 9

6920/9=769.11 (rounded to the nearest cent). The new mean is 6713 / 9

6713/9=746.00

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Solution

The original mean salary was calculated by dividing the total sum of the salaries, which was 6920, by the number of salaries, which was 9. This gave a mean salary of approximately 769.11.

However, one of the salaries was changed from 613 to 406. This reduced the total sum of the salaries to 6713.

The new mean salary was then calculated by dividing this new total sum by the number of salaries, which remained at 9. This gave a new mean salary of approximately 746.00.

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