Salary Increase.you accept a new job with a starting salary of 34,800. you are told that you will receive an annual raise of at least 1,500. what is the maximum number of years you must work before your annual salary will 45,000

45,000 - 34,800 = 10,200

10,200 / 1,500 = ?

Round up to the nearest whole number.

To find the maximum number of years you must work to reach an annual salary of $45,000, we can use the given information about the starting salary and the minimum annual raise.

Let's calculate the number of years step by step:

1. Determine the salary difference between the starting salary and the target salary:
Target Salary - Starting Salary = $45,000 - $34,800 = $10,200

2. Divide the salary difference by the minimum annual raise to find the number of years:
Number of Years = Salary Difference / Minimum Annual Raise
Number of Years = $10,200 / $1,500 = 6.8

Since you can't work a fraction of a year, you need to round up the number of years to the next whole number.

Therefore, the maximum number of years you must work before your annual salary reaches $45,000 is 7 years.