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Question 14 ( 4 points) Millie received a \( \$ 15 \) tip on a meal that cost \( \$ 65 \). What percent of the meal cost was the tip? \( 15 \% \) \( 20 \% \) \( 23 \% \) \( 43 \% \) Question 15 (4 points) Tim worked 51 hours last week. He earns \( \$ 15.20 \) per hour plus overtime, at the usual rate, for hours exceeding 40 hours. What was his gross pay? \( \$ 608.00 \) \( \$ 775.20 \) \( \$ 858.80 \) \( \$ 1162.80 \)

Ask by Vaughn Curry. in the United States
Jan 27,2025

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- **Question 14:** 23% - **Question 15:** \$775.20

Solución

Let's solve each question step by step. --- **Question 14 (4 points)** *Millie received a \( \$ 15 \) tip on a meal that cost \( \$ 65 \). What percent of the meal cost was the tip?* **Solution:** To find the percentage: \[ \text{Percentage} = \left( \frac{\text{Tip}}{\text{Meal Cost}} \right) \times 100 = \left( \frac{15}{65} \right) \times 100 \approx 23.08\% \] **Answer:** \( 23\% \) --- **Question 15 (4 points)** *Tim worked 51 hours last week. He earns \( \$ 15.20 \) per hour plus overtime, at the usual rate, for hours exceeding 40 hours. What was his gross pay?* **Solution:** - **Regular Hours:** 40 hours - **Overtime Hours:** 51 - 40 = 11 hours - **Hourly Rate:** \$15.20 Since overtime is paid at the usual rate: \[ \text{Gross Pay} = (\text{Regular Hours} + \text{Overtime Hours}) \times \text{Hourly Rate} = (40 + 11) \times 15.20 = 51 \times 15.20 = \$775.20 \] **Answer:** \( \$775.20 \) --- **Final Answers:** - **Question 14:** \( 23\% \) - **Question 15:** \( \$775.20 \)

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Extra Insights

To find the tip percentage, divide the tip amount by the meal cost and multiply by 100. In Millie's case, \( \frac{15}{65} \times 100 \) gives us approximately 23.08%, which rounds to 23%. It's fun to see how tiny percentages add up to significant money! Regarding Tim's gross pay, he earns \( \$ 15.20 \) for each of the first 40 hours, which totals \( \$ 608.00 \). For his 11 hours of overtime, he earns \( \$ 22.80 \) (1.5 times his hourly rate), adding \( \$ 250.80 \). So his total gross pay is \( \$ 858.80 \). The excitement of payday feels even better when you break it down, doesn't it?

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