| | | | Productivity Analysis Assignment |
| | | | Total = 55 points: Productivity Calculation Tab (30 points) + What-If Analysis Tab (25 points) | | | | | | | | | | Assignment Learning Objectives |
| | | Use data in columns C & D for the |
| | Data: | Calculation Exercises 1a - 6c | | | | | | | | | | | 1. Calculate single factor and total factor productivity measures |
| | Metric | Parent (Domestic) | Subsidiary (Less Developed Country) | | Hint: Use Excel formulas to calculate your answer. | | | | | | | | 2. Interpret productivity measures and draw appropriate conclusions |
| | Sales (units) | 1,850,000 | 750,000 | | For Example: To calculate the Parent's total labor dollars, you multiply labor hours * labor cost | | | | | | | | 3. Use formulas in Excel |
| | Units Produced | 1,425,000 | 479,586 | | In Excel, you enter: =C8*C9 | | | | | | | | 4. Use Excel to perform "What-If" Analysis |
| | Labor (hours) | 40,000 | 20,000 | | The "=" sign tells Excel that you are entering a formula and then you multiply the two cells that contain your data |
| | Labor Cost ($) per hour | $14.56 | $5.51 |
| | Materials Cost ($) | $400,259 | $201,378 |
| | Equipment (Hours) | 120,598 | 30,578 |
| | Equipment Cost ($) | $1,359,600 | $225,000 |
| | Fixed Costs ($) | $2,000,000 | $725,000 |
| | Selling Price per Unit | $19.99 | $19.99 | | | | Total points this worksheet = 30 points |
| | Calculation Exercises: |
| | Labor Productivity (units/hour) |
| | 1a. Compute the single-factor productivity for labor for the Parent operations in units per hour (enter your formula in cell B20). |
| Cell B20 must be a formula | | units/labor hour | |
| | 1b. Compute the single-factor productivity for labor for the Subsidiary operations in units per hour (enter your formula in cell B23). |
| Cell B23 must be a formula | | units/labor hour | |
| | 1c. Interpret your findings by indicating which of the two entities is more productive in terms of single-factor labor productivity in units per hour |
| | Labor Productivity (units/$) |
| | 2a. Compute the single-factor productivity for labor for the Parent operations in units per dollar (enter your formula in cell B31). |
| Cell B31 must be a formula | | units/labor $ |
| | 2b. Compute the single-factor productivity for labor for the Subsidiary operations in units per dollar (enter your formula in cell B34). |
| Cell B34 must be a formula | | units/labor $ |
| | 2c. Interpret your findings by indicating which of the two entities is more productive in terms of single-factor labor productivity in units per dollar. |
| | Materials Productivity (units/$) |
| | 3a. Compute the single-factor productivity for materials for the Parent operations in units per dollar (enter your formula in cell B42). |
| Cell B42 must be a formula | | units/$ |
| | 3b. Compute the single-factor productivity for materials for the Subsidiary operations in units per dollar (enter your formula in cell B45). |
| Cell B45 must be a formula | | units/$ |
| | 3c. Interpret your findings by indicating which of the two entities is more productive in terms of single-factor materials productivity in units per dollar. |
| | Equipment Productivity (units/hour) |
| | 4a. Compute the single-factor productivity for equipment for the Parent operations in units per hour (enter your formula in cell B53). |
| Cell B53 must be a formula | | units/hour |
| | 4b. Compute the single-factor productivity for equipment for the Subsidiary operations in units per hour (enter your formula in cell B56). |
| Cell B56 must be a formula | | units/hour |
| | 4c. Interpret your findings by indicating which of the two entities is more productive in terms of single-factor equipment productivity in units per hour. |
| | Equipment Productivity (units/$) |
| | 5a. Compute the single-factor productivity for equipment for the Parent operations in units per dollar (enter your formula in cell B64). |
| Cell B64 must be a formula | | units/$ |
| | 5b. Compute the single-factor productivity for equipment for the Subsidiary operations in units per dollar (enter your formula in cell B67). |
| Cell B67 must be a formula | | units/$ |
| | 5c. Interpret your findings by indicating which of the two entities is more productive in terms of single-factor equipment productivity in units per dollar. |
| | Total-Factor Productivity: |
| | 6a. Compute the total-factor productivity (all factors) for the Parent operations in units per dollar (enter your formula in cell B75). |
| Cell B75 must be a formula | | units/$ |
| | 6b. Compute the total-factor productivity (all factors) for the Subsidiary operations in units per dollar (enter your formula in cell B78). |
| Cell B78 must be a formula | | units/$ |
| | 6c. Interpret your findings by indicating which of the two entities is more productive in terms of total-factor productivity in units per dollar. |