Profit-Linked Productivity Measurement
In 20x2, Choctaw Company implements a new process affecting labor and materials.
Choctaw Company provides the following information so that total productivity can be valued:
20x1 | 20x2 | |
Number of units produced | 570,000 | 480,000 |
Labor hours used | 190,000 | 240,000 |
Materials used (lbs.) | 2,850,000 | 1,600,000 |
Unit selling price | $21 | $23 |
Wages per labor hour | $13 | $15 |
Cost per pound of material | $3.80 | $3.90 |
Required:
1. Calculate the cost of inputs in 20x2, assuming no productivity change from 20x1 to 20x2. If required, round your answers to the nearest dollar.
Cost of labor | $ |
Cost of materials | |
Total PQ cost | $ |
2. Calculate the actual cost of inputs for 20x2. If required, round your answers to the nearest dollar.
Cost of labor | $ |
Cost of materials | |
Total current cost | $ |
What is the net value of the productivity changes? If required,
round your answers to the nearest dollar.
$
How much profit change is attributable to each input's productivity change? If an item is negative, use a minus (-) sign to indicate.
Labor productivity change | $ |
Materials productivity change | $ |
3. What if a manager
wants to know how much of the total profit change from 20x1 to 20x2
is attributable to price recovery? Calculate the total profit
change.
$
Calculate the price-recovery component.
$
1.
cost of labor | = 240,000*13 = $3,120,000 |
cost of materials | =1,600,000 *3.80 = $6,080,000 |
Total PQ cost | $9,200,000 |
2.
Cost of labor | = 240,000*15 = $ 3,600,000 |
Cost of materials | = 1,600,000 *3.90 = $6,240,000 |
Total current cost | $9,840,000 |
Labor productivity in 20x1 = (570,000* 21)/ 190,000 = 63
Labor productivity in 20x2 = (480,000*23)/240,000 = 46
Labor productivity change = 46 - 63 = -17
Material productivity in 20x1 = (570,000* 21)/ 2,850,000= 4.20
material productivity in 20x2 = (480,000*23) /1,600,000 = 6.90
Material productivity change = 4.20 - 6.90 = - 2.70
3. Total profit = Total Revenue - Total cost
Total profit in 20x1 = 570,000*21 -(190,000*13+2,850,000*3.80) = - 1,330,000
Total profit in 20x2 = 480,000*23 -(240,000*15 + 1,600,000 *3.90) = 1200000
Total profit change = 1200000 - (-1,330,000) = 2,530,000
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