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Norton Food Wholesale pays all sales representatives \( 4 \% \) commission on the first \( \$ 5000 \) of their individual sales and \( 7 \% \) commission on their individual sale excess of \( \$ 5000 \). Assume that Eric Thompson sold merchandise valued at \( \$ 49,500 \) during the month of May. Calculate the following amounts. (a) Commission on sales in the sales base:

Ask by Stanley Marsh. in the United States
Feb 03,2025

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Answer

The commission on the first $5000 of sales is $200.

Solution

To calculate the commission on sales in the sales base, we need to find the commission earned on the first $5000 of Eric Thompson's sales. Given: - Commission rate on the first $5000 of sales: 4% - Total sales: $49,500 First, we need to find the commission earned on the first $5000 of sales: \[ \text{Commission on sales in the sales base} = 4\% \times \$5000 \] Now, we can calculate the commission earned on the first $5000 of sales. Calculate the value by following steps: - step0: Calculate: \(4\times 5000\) - step1: Multiply the numbers: \(20000\) The commission earned on the sales base is $20,000.

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To calculate the commission on sales for Eric Thompson, we start by determining the commission on the first \$5,000 of his sales. First, we calculate the commission on the first \$5,000: \[ \text{Commission} = 0.04 \times \$5,000 = \$200 \] Next, we calculate Eric’s total sales exceeding \$5,000. His total sales are \$49,500, so: \[ \text{Excess Sales} = \$49,500 - \$5,000 = \$44,500 \] Now, we calculate the commission on that excess amount at the rate of 7%: \[ \text{Commission on Excess} = 0.07 \times \$44,500 = \$3,115 \] Finally, we add both commission amounts to find the total commission: \[ \text{Total Commission} = \$200 + \$3,115 = \$3,315 \] Thus, the total commission Eric Thompson earned on his sales for the month of May is \$3,315.

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