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Hart Venture Capital (HVC) specializes in providing venture capital for software development and Internet applications. Currently...

Hart Venture Capital (HVC) specializes in providing venture capital for software development and Internet applications. Currently HVC has two investment opportunities: (1) Security Systems, a firm that needs additional capital to develop an Internet security software package, and (2) Market Analysis, a market research company that needs additional capital to develop a software package for conducting customer satisfaction surveys. In exchange for Security Systems stock, the firm asked HVC to provide $600,000 in year 1, $600,000 in year 2, and $250,000 in year 3 over the coming three-year period. In exchange for Market Analysis stock, the firm asked HVC to provide $500,000 in year 1, $350,000 in year 2, and $400,000 in year 3 over the same three-year period. HVC believes that both investment opportunities are worth pursuing. However, because of other investments, HVC is willing to commit at most $800,000 for both projects in the first year, at most $700,000 in the second year, and $500,000 in the third year.

HVC’s financial analysis team reviewed both projects and recommended that the company’s objective should be to maximize the net present value of the total investment in Security Systems and Market Analysis. The net present value takes into account the estimated value of the stock at the end of the three-year period as well as the capital outflows that are necessary during each of the three years. Using an 8% rate of return, HVC’s financial analysis team estimates that 100% funding of the Security Systems project has a net present value of $1,800,000, and 100% funding of the Market Analysis project has a net present value of $1,600,000.

HVC has the option to fund any percentage of the Security Systems and Market Analysis projects. For example, if HVC decides to fund 40% of the Security Systems project, investments of 0.40 ($600,000) = $240,000 would be required in year 1, 0.40 ($600,000) = $240,000 would be required in year 2, and 0.40 ($250,000) = $100,000 would be required in year 3. In this case, the net present value of the Security Systems project would be 0.40 ($1,800,000) = $720,000. The investment amounts and the net present value for partial funding of the Market Analysis project would be computed in the same manner.

Perform an analysis of HVC’s investment problem and prepare a report that presents your findings and recommendations. Be sure to include information on the following:

  1. The recommended percentage of each project that HVC should fund and the net present value of the total investment
  2. A capital allocation plan for Security Systems and Market Analysis for the coming three-year period and the total HVC investment each year
  3. The effect, if any, on the recommended percentage of each project that HVC should fund if HVC is willing to commit an additional $100,000 during the first year
  4. A capital allocation plan if an additional $100,000 is made available
  5. Your recommendation as to whether HVC should commit the additional $100,000 in the first year  

Please use excel solver showing excel steps and state each step being done per number thanks

Solutions

Expert Solution

Step 1

Determination of PV of investment and inflows for three years using excel

formula used =NPV(rate,nper,pmt and yearly compounding)

PV of investment and PV of cash flows for 3 years

Security systems (40% investment)

Amount($)

PV of 1st year payment

240000

PV of 2nd year payment

Interest Rate

8%

Yearly payment

-240000

Periods

1

Compounding period

1

-$2,05,759.60

205760

PV of 3rd year payment

Interest Rate

8%

Yearly payment

-100000

Periods

2

Compounding period

1

-$85,731.24

85731

PV of total payment

531491

Less : 40% NPV

720000

PV of cash Inflow

1251491

Security systems (40% investment)

Amount($)

PV of 1st year payment

200000

PV of 2nd year payment

Interest Rate

8%

Yearly payment

-140000

Periods

1

Compounding period

1

-$1,20,025.72

120026

PV of 3rd year payment

Interest Rate

8%

Yearly payment

-160000

Periods

2

Compounding period

1

-$1,37,171.57

137172

PV of total payment

457198

Less : 40% NPV

640000

PV of cash Inflow

1097198

PV of total investment of HVC

988689

TOTAL NPV

1360000

It is observed that total NPV comes $1360000

Step 2 total investment per year

Investment of HVC per year

PV invested sum($)

Amount($)

1st year

Investment of Security system

240000

Investment of market analysis

200000

440000

2nd year

Investment of Security system

205760

Investment of market analysis

120026

325786

2nd year

Investment of Security system

85731

Investment of market analysis

137172

222903

Total

988689

Step 3 when additional capital is introduced on 50: 50 ratio

and total NPV for such allocation

If the additional capital is effective for both projects 50:50

Investment of Security system

Amount($)

1st year

240000

Add:Additional 50% of 1 lac

50000

2nd year

205760

3rd year

85731

Total PV of investment

581491

PV of cash inflow

1251491

NPV of the project is

670000

Investment of Market analysis

Amount($)

1st year

200000

Add:Additional 50% of 1 lac

50000

2nd year

120026

3rd year

137172

Total PV of investment

507198

PV of cash inflow

1097198

NPV of the project is

590000

Total NPV

1260000

step 4 when additional capital is invested individually

If additional capital is effective individually

Investment of Security system

Amount($)

1st year

240000

Add:Additional

100000

2nd year

205760

3rd year

85731

Total PV of investment

631491

PV of cash inflow

1251491

NPV of the project is

620000

Total NPV of the project

1260000

Investment of Market analysis

Amount($)

1st year

200000

Add:Additional

100000

2nd year

120026

3rd year

137172

Total PV of investment

557198

PV of cash inflow

1097198

NPV of the project is

540000

Total NPV of the project

1260000

When additional capital is invested according to step 3 NPV comes $1260000

which is same when the additional capital is applied on individual basis

Therefore, in both cases additional capital can be invested as in both cases the result of NPV is same.

However, if additional capital is introduced it affects the total NPV. and for such introduction total NPV amount reduced


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