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bagirrra123 [75]
3 years ago
13

Dingo Division’s operating results include: controllable margin of $150,000, sales totaling $1,200,000, and average operating as

sets of $500,000. Dingo is considering a project with sales of $100,000, expenses of $86,000, and an investment of average operating assets of $200,000. Dingo’s required rate of return is 9%. Should Dingo accept this project? A) No, ROI will decrease to 7%. B) No, the return is less than the required rate of 9%. C) Yes, ROI still exceeds the cost of capital. D) Yes, ROI will drop by 6.6% which is still above the minimum required rate of return.
Business
1 answer:
Lelu [443]3 years ago
6 0

Answer:

b. No, the return is less than the required rate of 9%

Explanation:

Projected sale = 100000

Projected exp = 86000

Profit = 14000

Assets= 200000

Return on assets = 14000/200000 = 7%

Expected return = 9%

Hence, project should not be taken

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Beene Distributing is considering a project that will return $150,000 annually at the end of each year for the next six years. I
mr_godi [17]

Answer:

$714,980.95

Explanation:

The most it would be willing to pay is the present value of the cash flows

present value is the sum of discounted cash flows from a project

present value can be determined with a financial calculator

Cash flow each year from year 1 to 6 = $150,000

I = 7%

Present value = $714,980.95

To find the PV using a financial calculator:

1. Input the cash flow values by pressing the CF button. After inputting the value, press enter and the arrow facing a downward direction.

2. after inputting all the cash flows, press the NPV button, input the value for I, press enter and the arrow facing a downward direction.  

3. Press compute  

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3 years ago
What is the present value of the following cash flows at a discount rate of 9 percent?
frutty [35]

Answer:

Year 1 PV = 91,743.12

Year 2 PV =126,251.99

Year 3 PV =  154,436.70  

Explanation:

<em>The present value of future sum is the amount that ought to be invested today at interest rate compounded annually to equal the sum at the end of a particular period.</em>

The present value of a future sum is given as follows:

PV = FV × PV (1+r)^(-n)

PV - present value

FV - Future value

r- interest rate

n- number of years

Year 1 PV = 100,000× 1.09^(-1) =91,743.12

Year 2 PV = 150,000× 1.09^(-2) =126,251.99

Year 3 PV = 200,000× 1.09^(-3) =  154,436.70  

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We are evaluating a project that costs $644,000, has an eight-year life, and has no salvage value. Assume that depreciation is s
AleksandrR [38]

Solution :

a).

Particulars                                                Details

Selling price per unit                                 37

Less : variable cost per unit                     -21

Margin per unit                                           16

No. of units sold per unit                       70,000

Gross margin                                        11,20,000

Less : fixed cost                                     - 7,25,000

Profit before depreciation and tax       3,95,000

Less : depreciation                                -80,500

Profit before tax                                     3,14,500

Less : Tax                                               -1,10,075

Net profit per year                                 2,04,425

Project Cost                                           6,44,000

Accounting breakeven point in years     3.15

b).

Calculating the base Cash - Cash flow and NPV

Particulars                                                       Amount

Net profit per year                                        2,04,425

Add : depreciation                                         80,500

Base Cash cashflow                                     2,84,925

Required rate of return                                    15%

Present value of base cash cash flow        12,78,550

received in 8 years.

Project cost                                                  -6,44,000

NPV                                                               6,34,550

The present value of base cash cash flow received in 8 years is calculated as Present value of annuity received at the end of each year $ 2,84,925 at the rate of interest 15% for a period of 8 years.

The sensitivity of the NPV to 500 units decrease in projected sales :

Particulars                                                          Details

Selling price per unit                                            37

Less : variable cost per unit                                -21

Margin per unit                                                     16

Number of units sold per year                          69,500

Gross margin                                                      11,12,000

Less : fixed cost                                                -7,25,000

Profit before depreciation and tax                   3,87,000

Less : depreciation                                            -80,500

Profit before tax                                                 3,06,500

Less : tax                                                            -1,07,275

Net profit per year                                             1,99,225

Add : depreciation                                              80,500

Base Cash cashflow                                          2,79,725

Required rate of return                                         15%

Present value of base cash cash flow              12,55,216

received in 8 years.

Project cost                                                    -6,44,000

NPV                                                                6,11,216

Original NPV                                                  6,34,550

Sensitive NPV                                                  -23,334

c).

Particulars                                                              Details

Selling price per unit                                               37

Less : variable cost per unit                                   -20

Margin per unit                                                        17

No. of units sold per year                                     70,000

Gross Margin                                                         11,90,000

Less : fixed cost                                                     -7,25,000

Profit before depreciation and tax                       4,65,000

Less : Depreciation                                                -80,500

Profit before tax                                                     3,84,500

Less : tax                                                                -1,34,575

Net profit per year                                                  2,49925

Add : depreciation                                                   80,500

Operating cash flow                                               3,30,425

Original operating cashflow                                   2,84,925

Sensitivity of OCF                                                      45,500

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