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A salesman's total monthly salary consists of a basic salary of 200 and a 2% commission on his monthly sales. In one month, his total salary was 560. Calculate his commission for that month and the sales he made for that month.
Mathematics
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2 partsStep-by-step solution
4 stepsHere's the solution for the problem:
The problem states that a salesman's total monthly salary consists of a basic salary of $200 and a 2% commission on his monthly sales. In one month, his total salary was $560.
Part a· 2 steps
Calculate his commission for that month.
Identify the given values.
Basic salary = $200 Total salary = $560
Calculate the commission.
The commission is the total salary minus the basic salary.
The commission for that month is
\boxed{\360}$.
Part b\18000$
\18000$
Calculate the sales he made for that month.
Use the commission calculated in part (a) and the commission rate.
Commission = $360 Commission rate = 2%
Calculate the total sales.
The commission is 2% of the total sales. Let be the total sales. The sales he made for that month are
\boxed{\18000}$.
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