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The table depicts annual cash inflows under Plan A and Plan B for years 1 through 5, as well as totals. The details of the table are as follows:
1. Year 1
Annual cash inflows, Plan A: 2,000 dollars
Annual cash inflows, Plan B: 3,000 dollars
2. Year 2
Annual cash inflows, Plan A: 3,000 dollars
Annual cash inflows, Plan B: 5,000 dollars
3. Year 3
Annual cash inflows, Plan A: 4,000 dollars
Annual cash inflows, Plan B: 9,000 dollars
4. Year 4
Annual cash inflows, Plan A: 7,000 dollars
Annual cash inflows, Plan B: 5,000 dollars
5. Year 5
Annual cash inflows, Plan A: 9,000 dollars
Annual cash inflows, Plan B: 3,000 dollars
6. Total
Annual cash inflows, Plan A: 25,000 dollars
Annual cash inflows, Plan B: 25,000 dollars
| Cost of the machine | $90,000 |
| Increased annual contribution margin | $19,000 |
| Life of the machine | 9 years |
| Required rate of return | 12% |

The table depicts estimated savings in cash operating costs. The details of the table are as follows:
1. Year 1: 30,000 dollars
2. Year 2: 25,000 dollars
3. Year 3: 20,000 dollars
4. Year 4: 15,000 dollars
5. Total: 90,000 dollars

Projected cash outflow
Net initial investment
Project A: $6,000,000
Project B: $4,000,000
Project C: $8,000,000
Projected cash inflows
Year 1
Project A: $2,050,000
Project B: $1,100,000
Project C: $4,700,000
Year 2
Project A: $2,050,000
Project B: 2,300,000
Project C: 4,700,000
Year 3
Project A: $2,050,000
Project B: 700,000
Project C: 50,000
Year 4
Project A: $2,050,000
Project B: 0
Project C: 25,000
Required rate of return
Project A: 8%
Project B: 8%
Project C: 8%.
1. Because the company’s cash is limited, Lulus thinks the payback method should be used to choose between the capital budgeting projects.
a. What are the benefits and limitations of using the payback method to choose between projects?
b. Calculate the payback period for each of the three projects. Ignore income taxes. Using the payback method, which projects should Lulus choose?
2. Bickerson thinks that projects should be selected based on their NPVs. Assume all cash flows occur at the end of the year except for initial investment amounts. Calculate the NPV for each project. Ignore income taxes.
3. Which projects, if any, would you recommend funding? Briefly explain why.

Details as follows:
Initial oven investment
Relevant Cash Flows at End of Each Year 0: ($70,000)
Annual cash flow from operations (excluding the depreciation effect)
Relevant Cash Flows at End of Each Year 1: $24,000
Relevant Cash Flows at End of Each Year 2: $24,000
Relevant Cash Flows at End of Each Year 3: $24,000
Relevant Cash Flows at End of Each Year 4: $24,000
Cash flow from terminal disposal of oven: $ 7,000.
1. Calculate (a) net present value, (b) payback period, and (c) internal rate of return.
2. Calculate accrual accounting rate of return based on net initial investment.

The table depicts estimates related to new machinery for Captain Inc. The details of the table are as follows:
1. Cost of the equipment: 128,000 dollars
2. Reduced annual labor costs: 35,000 dollars
3. Estimated life of equipment: 10 years
4. Terminal disposal value: 0 dollars
5. After-tax cost of capital: 8 percent
6. Tax rate: 30 percent

Details are as follows:
Expected Annual Percentage Increase
Sales Revenues
Square: 6%
Cloudburst: 5.5%
Cost of Sales
Square: 5%
Cloudburst: 4.5%
2017
Sales Revenues
Square: $567,000
Cloudburst: $364,800
Cost of Sales
Square: $3,510,000
Cloudburst: $3,060,000
Net cash flow
Square: $202,200
Cloudburst: $450,000.

The table depicts initial investment in 2021, terminal disposal value in 2027, useful life, and total annual cash operating costs per prototype chip for options to modernize or replace. The details of the table are as follows:
1. Initial investment in 2021, terminal disposal value in 2027, useful life, and total annual cash operating costs per prototype chip
Modernize: 35,300,000 dollars
Replace: 66,300,000 dollars
2. Terminal disposal value in 2027
Modernize: 7,500,000 dollars
Replace: 16,000,000 dollars
3. Useful life
Modernize: 7 years
Replace: 7 years
4. Total annual cash operating costs per prototype chip
Modernize: 78,500 dollars
Replace: 66,000 dollars

Details are as follows:
Projected Revenue:
Year 1: $85,000
Year 2: $130,000
Year 3: $140,000
Year 4: $170,000
Year 5: $180,000
Year 6: $170,000
Year 7: $140,000
Year 8: $150,000
Year 9: $185,000.

Details are as follows:
Initial cost of machines
Old Machine: $180,000
New Machine: $225,000
Useful life from acquisition date (years):
Old Machine: 9
New Machine: 5
Terminal disposal value at the end of useful life on Dec. 31, 2024 (for depreciation purposes):
Old Machine: $13,500
New Machine: $20,000
Expected annual cash operating costs:
Variable cost per serving
Old Machine: $0.50
New Machine: $0.40
Total fixed costs:
Old Machine: $12,000
New Machine: $8,000
Depreciation method for tax purposes:
Old Machine: Straight line
New Machine: Straight line
Estimated disposal value of machines:
January 1, 2020:
Old Machine: $75,000
New Machine: $225,000
December 31, 2024:
Old Machine: $10,000
New Machine: $18,000
Expected servings made and served
Old Machine: 240,000
New Machine: 240,000.
The general approach to these exercises centers on a key question: Which of the four basic tables in Appendix A should be used? No computations should be made until this basic question has been answered with confidence.

The table depicts present values and cash inflows for Plan A and Plan B. The details of the table are as follows:
1. Year 1
Present value factor at 6 percent: 0.943
Plan A, cash inflows: 2,000 dollars
Plan A, present value of cash inflows: 1,886 dollars
Plan B, cash inflows: 3,000 dollars
Plan B, present value of cash inflows: 2,829 dollars
2. Year 2
Present value factor at 6 percent: 0.890
Plan A, cash inflows: 3,000 dollars
Plan A, present value of cash inflows: 2,670 dollars
Plan B, cash inflows: 5,000 dollars
Plan B, present value of cash inflows: 4,450 dollars
3. Year 3
Present value factor at 6 percent: 0.840
Plan A, cash inflows: 4,000 dollars
Plan A, present value of cash inflows: 3,360 dollars
Plan B, cash inflows: 9,000 dollars
Plan B, present value of cash inflows: 7,560 dollars
4. Year 4
Present value factor at 6 percent: 0.792
Plan A, cash inflows: 7,000 dollars
Plan A, present value of cash inflows: 5,544 dollars
Plan B, cash inflows: 5,000 dollars
Plan B, present value of cash inflows: 3,960 dollars
5. Year 5
Present value factor at 6 percent: 0.747
Plan A, cash inflows: 9,000 dollars
Plan A, present value of cash inflows: 6,723 dollars
Plan B, cash inflows: 3,000 dollars
Plan B, present value of cash inflows: 2,241 dollars
6. Totals