Question

Krista Egan worked 4 overtime hours at time-and-a-half pay, and her regular hourly rate is $9.85. Haley Kale worked 2.5 hours overtime at double-time pay, and her regular hourly rate is $11.82 per hour. Which is greater, Krista's overtime pay or Haley's overtime pay?

a) Krista's overtime pay is greater.
b) Haley's overtime pay is greater.
c) Both have the same overtime pay.
d) The question cannot be answered with the information provided.

Answer 1

After calculating the overtime pay based on their respective rates and overtime hours, both Krista Egan and Haley Kale earned the same amount, which is $59.10. Therefore, their overtime pay is equal.

Step-by-step explanation:

To determine which overtime pay is greater, we need to calculate the total overtime pay for both Krista Egan and Haley Kale.

Krista's overtime pay: Krista worked 4 overtime hours at a time-and-a-half rate. Her regular rate is $9.85, so her overtime rate is 1.5 times that amount.

Overtime rate for Krista = $9.85 * 1.5 = $14.775 per hour
Total overtime pay for Krista = 4 hours * $14.775 per hour = $59.10

Haley's overtime pay: Haley worked 2.5 overtime hours at a double-time rate. Her regular rate is $11.82, so her overtime rate is 2 times that amount.

Overtime rate for Haley = $11.82 * 2 = $23.64 per hour
Total overtime pay for Haley = 2.5 hours * $23.64 per hour = $59.10

Both Krista and Haley earned the same amount of $59.10 for their overtime work. Therefore, the correct answer is:

c) Both have the same overtime pay.