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Chapter 0: Problem 116

Monthly Salary A pharmaceutical salesperson receives a monthly salary of \(\$ 2500\) plus a commission of \(7 \%\) of sales. Write a linear equation for the salesperson's monthly wage \(W\) in terms of monthly sales \(S\).

Short Answer

Expert verified
The linear equation for the salesperson's monthly wage 'W' in terms of monthly sales 'S' is \( W = 2500 + 0.07S \).

Step by step solution

01

Identify the constants

Given, the pharmaceutical salesperson receives a fixed salary of $2500. This amount will be added in every case, so it is our constant value.
02

Identify the variable

The salesperson's monthly wage also includes a commission of 7% of sales which will vary depending on the total sales. This decides our variable. Monthly sales is denoted by 'S'. The commission earned on these sales is 7% of 'S' which can be written as 0.07S.
03

Formulate the equation

Now, combining the constant and the variable components together, the linear equation representing the salesperson's total wage, which is denoted by 'W', can be written as: \( W = 2500 + 0.07S \)

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