Question

question 17 (multiple choice worth 1 points)
(budgeting mc)

a dog walking business earns an average yearly revenue of $165,750. which compound inequality correctly shows the amount of money, \\(t\\), the business needs each month to pay employees if the monthly budget for employee wages is between 32% and 35%?

\\(\\$1,020.00 \le t \le \\$1,115.63\\)
\\(\\$2,040.00 \le t \le \\$2,231.25\\)
\\(\\$4,080.00 \le t \le \\$4,462.50\\)
\\(\\$4,420.00 \le t \le \\$4,834.38\\)

Explanation:

Calculate monthly revenue

$$ \text{Monthly Revenue} = \frac{\$165,750}{12} = \$13,812.50 $$

Calculate lower and upper budget limits

$$
LATEXBLOCK0
$$

Formulate the compound inequality

$$ \$4,420.00 \le t \le \$4,834.38 $$

Answer:

• (A) \(\$1,020.00 \le t \le \$1,115.63\)
• (B) \(\$2,040.00 \le t \le \$2,231.25\)
• (C) \(\$4,080.00 \le t \le \$4,4,62.50\)
• (D) \(\$4,420.00 \le t \le \$4,834.38\) (Correct answer)