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Answer :
1. The correct answer is c. 8.5 FTES (Full-Time Equivalent Staff).
2. The employee turnover rate can be calculated as (Number of Terminated Employees / Average Number of Employees) x 100%. In this case, the turnover rate is (6 / 40) x 100% = 15%.
3. To calculate the percentage of total expenses for the snow cone stand, divide the expenses by the net profit. The percentage is (Expenses / Net Profit) x 100%. In this case, the percentage is ($2000 / $24,000) x 100% = 8.33%.
4. The hospital census is expected to be at 30% capacity, so the manager should schedule staff time accordingly. Since the department was directed to reduce staff time by 60%, the manager should schedule (20 FTES x 30% capacity x 40 hours) x 0.4 (to account for the 60% reduction) = 96 hours per week. Therefore, the correct answer is d. 784 hours.
1. To calculate the Full-Time Equivalent Staff (FTES) required, divide the total hours needed by the number of hours worked by one full-time employee. In this case, 340 hours divided by 40 hours (assuming a full-time employee works 40 hours) equals 8.5 FTES. Therefore, the correct answer is c. 8.5 FTES.
2. The employee turnover rate is calculated by dividing the number of terminated employees by the average number of employees and then multiplying by 100%. In this case, 6 terminated employees divided by 40 average employees equals 0.15, which when multiplied by 100% gives a turnover rate of 15%. Therefore, the correct answer is d. 15%.
3. To find the percentage of total expenses for the snow cone stand, divide the rent expense by the net profit and multiply by 100%. In this case, $2,000 rent divided by $10,000 net profit equals 0.2, which when multiplied by 100% gives a percentage of 20%. Therefore, none of the given answer choices are correct.
4. Since the hospital census is expected to be at 30% capacity and the department needs to reduce staff time by 60%, the manager should schedule (20 FTES x 30% capacity x 40 hours) x 0.4 (to account for the 60% reduction) = 96 hours per week. Therefore, the correct answer is d. 784 hours.
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