See question below...NEED BY 2:00pm 5/30

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Proposal A: New Factory

 

A company wants to build a new factory for increased capacity. Using the net present value (NPV) method of capital budgeting, determine the proposal’s appropriateness and economic viability with the following information:

 

·         Building a new factory will increase capacity by 30%.

·         The current capacity is $10 million of sales with a 5% profit margin.

·         The factory costs $10 million to build.

·         The new capacity will meet the company’s needs for 10 years.

·         The factory is worth $14 million over 10 years.

 

 

****I do not need the entire paper, just the calculations for the paper and short explaination of calculations so that I can explain in the paper.  PLEASE do not give me answers below; has already been used, but I do need the same formatting. Thanks!!!!

Year

Cash Flow

PV Factor

Present Value

0

  (10,000,000)

  1.0000

  (10,000,000)

1

        150,000

  0.9091

        136,364

2

        150,000

  0.8264

        123,967

3

        150,000

  0.7513

        112,697

4

        150,000

  0.6830

        102,452

5

        150,000

  0.6209

          93,138

6

        150,000

  0.5645

          84,671

7

        150,000

  0.5132

          76,974

8

        150,000

  0.4665

          69,976

9

        150,000

  0.4241

          63,615

10

   14,150,000

  0.3855

     5,455,438

 

Net present value

    (3,680,709)

 

 

Year

Cash Flow

PV Factor

Present Value

0

  (10,000,000)

  1.0000

  (10,000,000)

1

        150,000

  0.9434

        141,509

2

        150,000

  0.8900

        133,499

3

        150,000

  0.8396

        125,943

4

        150,000

  0.7921

        118,814

5

        150,000

  0.7473

        112,089

6

        150,000

  0.7050

        105,744

7

        150,000

  0.6651

          99,759

8

        150,000

  0.6274

          94,112

9

        150,000

  0.5919

          88,785

10

   14,150,000

  0.5584

     7,901,286

 

Net present value

    (1,078,460)

 

 

In the event of a 12% cost of capital, the NPV has a negative of  $4,644,841 which is much lower than the net present value at a weighted cost of capital of 6% and 10%.

 

Year

Cash Flow

PV Factor

Present Value

0

  (10,000,000)

  1.0000

  (10,000,000)

1

        150,000

  0.8929

        133,929

2

        150,000

  0.7972

        119,579

3

        150,000

  0.7118

        106,767

4

        150,000

  0.6355

          95,328

5

        150,000

  0.5674

          85,114

6

        150,000

  0.5066

          75,995

7

        150,000

  0.4523

          67,852

8

        150,000

  0.4039

          60,582

9

        150,000

  0.3606

          54,092

10

   14,150,000

  0.3220

     4,555,921

 

Net present value

    (4,644,841)

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