7. The base salary is $$ \$ 54,300 $$. The commission is $$ 2.75 \% $$ of the total sales of $$ \$ 950,000 $$. Find the total earnings. $$ \$ \square $$

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UpStudy AI · Accepted Answer

To determine the total earnings, we'll calculate both the base salary and the commission and then sum them up.

1. **Calculate the Commission:**
   
   The commission is $$ 2.75\% $$ of the total sales of $$ \$950,000 $$.

$$
   \text{Commission} = 2.75\% \times \$950,000
   $$
   
   $$
   \text{Commission} = 0.0275 \times \$950,000 = \$26,125
   $$

2. **Add the Base Salary:**
   
   The base salary is $$ \$54,300 $$.

$$
   \text{Total Earnings} = \text{Base Salary} + \text{Commission}
   $$
   
   $$
   \text{Total Earnings} = \$54,300 + \$26,125 = \$80,425
   $$

**Final Answer:**

$$
\$ \boxed{80,\!425}
$$
The total earnings are \$80,425.

The base salary is . The commission is of the total sales of
. Find the total earnings.

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The base salary is . The commission is of the total sales of . Find the total earnings.