Question
commision rate=7.2% salary=100 a day weekly sales total= what needs to be found weekly TOTAL=1364
Answers
GPT-4o mini
To find the weekly sales total based on the provided commission rate, salary, and total weekly earnings, we can set up the equation based on the components of the total earnings.
### Given:
- Commission rate = 7.2% = 0.072
- Daily salary = $100
- Weekly salary = $100 * 7 days = $700
- Weekly total earnings = $1364
### Calculation Steps:
1. **Calculate the total earned from sales**:
\[
\text{Total earnings} = \text{Salary} + \text{Commission from sales}
\]
\[
1364 = 700 + \text{Commission from sales}
\]
2. **Calculate the commission from sales**:
\[
\text{Commission from sales} = 1364 - 700 = 664
\]
3. **Set up the equation for sales**:
The commission is 7.2% of the total sales. Let \( S \) be the total weekly sales.
\[
0.072S = 664
\]
4. **Solve for \( S \)**:
\[
S = \frac{664}{0.072} = 9222.22
\]
So, the weekly sales total is approximately **$9222.22**.
### Given:
- Commission rate = 7.2% = 0.072
- Daily salary = $100
- Weekly salary = $100 * 7 days = $700
- Weekly total earnings = $1364
### Calculation Steps:
1. **Calculate the total earned from sales**:
\[
\text{Total earnings} = \text{Salary} + \text{Commission from sales}
\]
\[
1364 = 700 + \text{Commission from sales}
\]
2. **Calculate the commission from sales**:
\[
\text{Commission from sales} = 1364 - 700 = 664
\]
3. **Set up the equation for sales**:
The commission is 7.2% of the total sales. Let \( S \) be the total weekly sales.
\[
0.072S = 664
\]
4. **Solve for \( S \)**:
\[
S = \frac{664}{0.072} = 9222.22
\]
So, the weekly sales total is approximately **$9222.22**.