Given that hourly wage rate is 15$ per hour
The wage of an Employee per day is 8*15= $120
Overhead cost is 1.2*labor cost = 1.2*120 = $144 Per Employee per day
Variable cost is $120+144$= $264 per employee per day
Material cost is $4 per customer
Labor Productivity = Customer proceeds per day /Labor(Employee)
Multifactor productivity = Customer proceeds per day/{(variable cost*Employee) +(material cost*customers)}
a)
Unit | Employees | Customer proceeds per day |
Labor productivity (Customer per day per worker) |
Multifactor Productivity Customer per Doller input |
A | 5 | 40 | 40/5= 8 | 40/{(264*5)+(4*40)}= 0.027 |
B | 8 | 45 | 45/8 =5.6 | 45/{(264*8)+(4*45)}= 0.019 |
C | 6 | 55 | 55/6= 9.1 | 55/{(264*6)+(4*55)}= 0.030 |
D | 3 | 32 | 32/3=10.6 | 32/{(264*3)+(4*32)} = 0.034 |
b)
Unit | Employees | Customer proceeds per day |
Labor productivity (Customer per day per worker) |
Multifactor Productivity Customer per Doller input |
A | 5 | 40+5= 45 | 45/5= 9 | 45/{(264*5)+(4*45)}= 0.03 |
B | 8 | 45+8= 53 | 53/8 =6.6 | 53/{(264*8)+(4*53)}= 0.020 |
C | 6 | 55+6= 61 | 61/6= 10.1 | 61/{(264*6)+(4*61)}= 0.033 |
D | 3 | 32+3= 35 | 35/3=11.6 | 35/{(264*3)+(4*35)}= 0.037 |
Problem 2-7 The following table shows data on the average number of customers processed by several...
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