Question

the weekly salary for each salesperson at a clothing store is found using the formula $s = $285 + 0.06x$, where $x$ = employees total sales for the week. find the salary of two part - time employees with the following weekly sales: (a) $2940 and (b) $4450 respectively.
(a) the employees salary is $441.40. (round to the nearest cent as needed.)
(b) the employees salary is $\square$ (round to the nearest cent as needed.)

Explanation:

Step1: Identify the formula and given value

The salary formula is \( S = 285 + 0.06x \), and for part (b), \( x = 4450 \).

Step2: Substitute x into the formula

Substitute \( x = 4450 \) into \( S = 285 + 0.06x \):
\( S = 285 + 0.06\times4450 \)

Step3: Calculate the product

First, calculate \( 0.06\times4450 \):
\( 0.06\times4450 = 267 \)

Step4: Calculate the salary

Then, add 285 to the result:
\( S = 285 + 267 = 552 \)

Answer:

552.00