at the start of your school year as a veterinary tech, you receive a raise of $750. you expect to receive the same raise every year. your total yearly salary after your first raise is $18,000 per year
write an equation that models your total salary (s) in terms of the number of years (n) since you started as a tech
I will glady critique our thoughts.
You need to make an effort here.
what? i did. ive already done this question twice and my teacher said i did it wrong both times
To write an equation that models your total salary (s) in terms of the number of years (n) since you started as a veterinary tech, we need to consider two factors:
1. The initial salary before any raises.
2. The annual raise amount.
Let's break it down step by step:
Step 1: Determine the initial salary.
The total yearly salary after the first raise is $18,000. Since the raise amount is expected to be the same every year, we can subtract the first raise of $750 from the total salary to find the initial salary.
Initial salary = Total salary - First raise
Initial salary = $18,000 - $750
Initial salary = $17,250
Step 2: Determine the annual raise amount.
The question mentions that you expect to receive the same raise every year, which is $750.
Step 3: Write the equation.
The equation for your total salary (s) in terms of the number of years (n) since you started as a tech can be represented as:
s = Initial salary + (Annual raise amount * n)
Substituting the values we obtained:
s = $17,250 + ($750 * n)
Therefore, the equation that models your total salary as a veterinary tech is:
s = $17,250 + ($750 * n)