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Phoenlx Company can Invest In each of three cheese-making projects: C1, C2, and

ID: 2400842 • Letter: P

Question

Phoenlx Company can Invest In each of three cheese-making projects: C1, C2, and C3. Each project requlres an Initial Investment of $270,000 and would yleld the following annual cash flows. (PV of $1. FV of $1. PVA of $1, and FVA of $1) (Use approprlate factorls) from the tables provided.) Year 1 Year 2 Year 3 Totals $26,eee 122,888 182,808 $338,eee $116 , eee 116,888 116,808 $338 , ?? $194 , eee 74,808 62,868 $338,800 (1) Assume that the company requires a 10% return from its Investments. Using net present value, determine which projects, f any, should be acquired. (Negative net present values should be Indicated with a minus sign. Round your answers to the nearest whole dollar.) Initial Investment Values are Based on: ash Inflow | x | PV Factor | = | Present Value Initial Investment ash Inflow | x | PV Factor | = | Present Value Initial Investment Year Cash Inflow | x | PV Factor | = | Present Value

Explanation / Answer

Project C1

Initial Investment

270000

Chart Values are based on:

I =

10%

Year

Cash Inflow

X

PV Factor

=

Present Value

1

26000

0.909

=

23634

2

122000

0.826

=

100772

3

182000

0.751

=

136682

261088

Initial Investment

270000

Net Present Value

(8912)

Project C2

Initial Investment

270000

Chart Values are based on:

I =

10%

Year

Cash Inflow

X

PV Factor

=

Present Value

1

110000

0.909

=

99990

2

110000

0.826

=

90860

3

110000

0.751

=

82610

273460

Initial Investment

270000

Net Present Value

3460

Project C3

Initial Investment

270000

Chart Values are based on:

I =

10%

Year

Cash Inflow

X

PV Factor

=

Present Value

1

194000

0.909

=

176346

2

74000

0.826

=

61124

3

62000

0.751

=

46562

284032

Initial Investment

270000

Net Present Value

14032

Project C2 and C3 should be accepted as it provides positive NPV and Project C1 should be avoided because it provides negative NPV.

Project C1

Initial Investment

270000

Chart Values are based on:

I =

10%

Year

Cash Inflow

X

PV Factor

=

Present Value

1

26000

0.909

=

23634

2

122000

0.826

=

100772

3

182000

0.751

=

136682

261088

Initial Investment

270000

Net Present Value

(8912)