Question

To prepare for a job interview, Megan researches the position's requirements and pay. She discovers that the average starting salary for the position is $45,500, but her actual starting salary could differ from the average by as much as $2750. What is the range of Megan's starting salary?

A. $42,750 to $48,250
B. $43,750 to $47,250
C. $42,000 to $48,000
D. $43,000 to $47,000

Answer 1

The range of Megan's starting salary, given an average of $45,500 and a deviation of $2,750, is from $42,750 to $48,250.

Step-by-step explanation:

The question asks to calculate the range of Megan's potential starting salary given an average starting salary and a maximum deviation from this average. To find the range, we subtract and then add the deviation to the average salary.

The average starting salary is $45,500. The deviation is $2,750. Therefore, we calculate the lower end of the range by subtracting the deviation from the average: $45,500 - $2,750 = $42,750. Similarly, we calculate the upper end of the range by adding the deviation to the average: $45,500 + $2,750 = $48,250.

Thus, the range of Megan's starting salary is from $42,750 to $48,250, which corresponds to option A. $42,750 to $48,250.