Joleen earns $250 plus a commission of 3% of her sales each week. This week she wants to earn $460. How much in sales does she need to meet her goal?
To find out how much in sales Joleen needs to meet her goal, we can follow these steps:
Step 1: Calculate the amount she earns from her base pay:
Joleen earns $250 as her base pay.
Step 2: Calculate the amount she earns from her commission:
Joleen earns a commission of 3% of her sales each week.
Let's assume her total sales for the week is 'x'. Her commission will then be: 3% of x, which can be expressed as 0.03 * x.
Step 3: Calculate the total amount she earns:
The total amount she earns is the sum of her base pay and commission: $250 + 0.03x.
Step 4: Set up an equation to represent her goal:
Joleen wants to earn $460 this week.
So, we can set up the equation: $250 + 0.03x = $460.
Step 5: Solve the equation and find the value of 'x':
Subtract $250 from both sides of the equation: 0.03x = $460 - $250.
Simplifying the right side: 0.03x = $210.
Divide both sides of the equation by 0.03: x = $210 / 0.03.
Calculating the right side: x ≈ $7,000.
Therefore, Joleen needs to have approximately $7,000 in sales to meet her goal of earning $460 this week.
250 + 0.03s = 460
Solve for s.