(show your calculations for all questions) PLEASE CHECK MY ANSWERS

Part I: Effective cost per hour 1 shift (8 hours) per day 7 holidays 8 days of vacation Fringe: 40% of base wage Base hourly wage: $16.50 per hour 30-minute lunch (paid) plus two 15-minute breaks (paid) per day. (So this would mean out of their 8-hour shift they get paid all 8 hours, just with a total of an hour-long break correct? so they are productive for 7 hours)

1. What is the effective cost per hour per employee?

(I got $27.53 per hour)

Part II: Reduction in labor cost Assume 350,000 hours of work needed every year Productivity increases from 75% to 85% Round number of workers to whole numbers (below .5, round down; .5 and above, round up)

2. What is the total dollar change in labor expense from the 10% increase in productivity?

(i got $1,214,136 as my answer)

3. What is the percent change in labor expense from this 10% increase in productivity? What does this change mean to the company?

(I got 12.59% as my answer, but I need an explanation)