A saleswoman is working on a 4% commission basis. If she wants to make $3,200 in one month, how much must she sell?
let sales be $x
.04x = 3200
x = 3200/.04
= ....
80000
To determine how much the saleswoman must sell in order to make $3,200 in one month, we can use the concept of commission.
The saleswoman's commission is based on a rate of 4%. This means that for every sale she makes, she will earn 4% of the sale amount as her commission.
Let's denote the amount she needs to sell as "x".
The commission she will earn on the sale is given by 4% of "x", which can be calculated as (4/100) * x.
According to the information given, she wants to make $3,200 in one month. So we can set up the equation:
(4/100) * x = $3,200
To calculate the value of "x", we can solve this equation.
First, let's simplify the equation by multiplying both sides by 100:
4 * x = $3,200 * 100
This gives us:
4x = $320,000
To isolate "x", we will divide both sides of the equation by 4:
x = $320,000 / 4
After performing the division, we find:
x = $80,000
Therefore, the saleswoman must sell $80,000 worth of goods in order to make $3,200 in one month on a 4% commission basis.