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i need help
Andrews Construction is analyzing its capital expenditure proposals for the purchase of equipment in the coming year. The cap
man in the coming The 15.000.000 for the year Lor Bar a t Andrews is prepara t e Andrews Construction is in capital expenditu


als for the purchase of equipment in the coming year. The capital budget is limited to $5,000,000 for the year. Lori Bart, ny
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Answer #1

Requirement 1:

Benefit

Correct Option is Option C - Easy to understand and captures uncertainty about expected cashflow in later years of the project

Disadvantage:

Correct Option is Option D - All of the above

Now We will be finding the cumulative cashflows over years.

Project A
Initial Investment 30,00,000
year Cashflow Cumulative Cashflow
1 10,00,000 10,00,000
2 10,00,000 20,00,000 (1000000 + 1000000)
3 10,00,000 30,00,000 (2000000 + 1000000)
4 10,00,000 40,00,000

So in year 3 we get all the invested money back i.e. $ 3000000

Hence, total payback period = 3 Years

Project B
Initial Investment 15,00,000
year Cashflow Cumulative Cashflow
1 4,00,000 4,00,000
2 9,00,000 13,00,000 (400000 + 900000)
3 8,00,000 21,00,000 (1300000 + 800000)


So in year 2 we get $ 1,300,000 money back of the invested money $ 1,500,000

So remaining money (1500000 - 1300000 ) = $ 200,000 needs to retrieved from year 3.

Now, in year 3 we are earning $ 800,000

Hence, to earn  $ 200000, it will take = $ 200000 / 800000 = 0.25 Years

Hence, total payback period = Year 2 + 0.25 (Year 3) = 3.25 Years

Project C
Initial Investment 40,00,000
year Cashflow Cumulative Cashflow
1 20,00,000 20,00,000
2 20,00,000 40,00,000
3 2,00,000 42,00,000
4 1,00,000 43,00,000

So in year 2 we get all the invested money back i.e. $ 4000000

Hence, total payback period = 2 Years

Hence, payback period of Project C is minimum.

Thus, we should choose Project C on the basis of Payback period

----------------------------------------

Requirement 2

NPV is given by:

Σ Rt/(1 i)ttvaries from 1 to n NPV where Rt Cash flow netted (Inflow - Outflow) during the period t i Discount rate t numbe

For Project A

NPV = [1000000 / (1 + 10%)^1] + [1000000 / (1 + 10%)^2] + [1000000 / (1 + 10%)^3] + [1000000 / (1 + 10%)^4] - Initial Investment

NPV = 909090.91 + 826446.28 + 751314.80 + 683013.46 - 3000000

NPV = $ 169865.45 = $ 169865

For Project B

NPV = [400000 / (1 + 10%)^1] + [900000 / (1 + 10%)^2] + [800000 / (1 + 10%)^3] - Initial Investment

NPV = 363636.36 + 743801.65  + 601051.84 - 1500000

NPV = $ 208489.86 = $ 208490

For Project C

NPV = [2000000 / (1 + 10%)^1] + [2000000 / (1 + 10%)^2] + [200000 / (1 + 10%)^3] + [100000 / (1 + 10%)^4] - Initial Investment

NPV = 1818181.82 + 1652892.56 + 150262.96 + 68301.35 - 4000000

NPV = - $ 310361.31 = - $ 310361

---------------------------------

Requirement 3

The NPV method is generally regarded as the preferred method for project selection process, therefore the company should consider investing in the project with a Positive NPV (If only one project can be selected then select with highest NPV).

Since the company is limited by the total dollar value of capital investments (resources) it can make during the year, they should choose the investment with Highest Positive NPV.

Prior to making a final decision. The company should also consider the non financial qualitative factors of investment such as worker safety issues and customer satisfaction

Using only the NPV calculations from requirement 2, Andrew should invest in Project B

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