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Alborosie
4 years ago
5

Following is information on two alternative investments being considered by Jolee Company. The company requires a 6% return from

its investments. (PV of $1, FV of $1, PVA of $1, and FVA of $1). (Use appropriate factor(s) from the tables provided.) Project A Project B Initial investment $ (174,325 ) $ (152,960 ) Expected net cash flows in year: 1 41,000 44,000 2 60,000 53,000 3 72,295 68,000 4 87,400 81,000 5 59,000 30,000For each alternative project compute the net present value.

Business
1 answer:
Tema [17]4 years ago
6 0

Answer and Explanation:

The computation of the net present value is presented in the attachment below:

For project A, the net present value is $91,771.53 and for project B, the net present value is $79,390.69

It is computed after considering the discounting factor that comes from

= 1 ÷ (1 + discount rate)^number of years

for year 1, it is

= 1 ÷ (1 + 0.06)^1

The same applied for the remaining years

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Cellphone companies rely on the ___________ of conversation to make unlimited night and weekend minutes on cellphone plans profi
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Connor ​Company's budgeted prices for direct​ materials, direct manufacturing​ labor, and direct marketing​ (distribution) labor
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6 0
3 years ago
Juhasz Corporation makes a product with the following standards for direct labor and variable overhead: Standard Quantity or Hou
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$741 U

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= $741

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6 0
3 years ago
A firm is considering a simple investment project. If it goes forward, then the firm must pay $900 now, but it receives a paymen
kiruha [24]

Answer:

a) scenario A NPV positive 28.68, scenario B NPV Negative 16.16, scenario C NPV positive 664.92, scenario D NPV positive 889.72 (b) The scenario with the highest positive NPV is the most profitable (c) The scenario B with the interest rate of 17% has Negative NPV of 16.16 produces less investment (d) The scenario C with the highest interest rate of 20% has the positive NPV of 664.92 he scenario D with the highest interest rate of 20% has the highest positive NPV of 889.72, produces more investment

Explanation:

Calculation of Discount Factor

Effective rate for scenario C and D

Using the formula (1 + m/1 + i)∧n - 1 Where i = rate of inflation, m = cost of capital, n = numbers of years

For C since interest rate = 20% = 20÷100 = 0.2, since rate of inflation = 2% = 2÷100 = 0.02

(1 + 0.2/1 + 0.02)∧n - 1

= 1.2 /1.02 -1

=1.1764 -1

=0.1764 ×100 = 17.64%

Discount Factor for C using the formula ( 1 + r)∧-n -1/ r since n = 3 ,r = 0.1764

= ( 1 + 0.2)∧-3 - 1/ 0.1764

= (1.2)∧-3 -1/0.1764

=0.5787 -1

= 0.4213÷ 0.1764

= 2.3883

For D Effective rate

( 1 + 0.2)∧n - 1/(1 + 0.05)

= 1.2/1.05 -1

=1.1428 -1

= 0.1428 × 100 = 14.28%

DF for D

= (1 + 0.2)∧-3 -1 / 0.1428

=0.5787 -1 = 0.4213

=0.4213÷0.1428

=2.9503

DF for year 1 and 2 for C and D

Using the formula ( 1 + r) ∧-n

( 1 + 0.2)∧-1 = ( 1.2)∧-1 = 0.83

(1 + 0.2)∧-2 = (1.2)∧-2 = 0.694

DF for scenario A For year 1 -3 using ( 1+ r)∧-n

= ( 1 + 0.14)∧-1 = (1.14)∧-1 = 0.8772

= (1+0.14)∧-2 = (1.14)∧-2 = 0.7695

=(1+0.14)∧-3 = (1.14)∧-3 = 0.6750

DF for scenario B using the same formula

=( 1 + 0.17)∧-1 =(1.17)∧-1 = 0.8547

=(1+0.17)∧-2 = (1.17)∧-2 = 0.7305

=(1 + 0.17)∧-3 = (1.17)∧-3 = 0.6244

Scenario A

Year. C.F. DF PV

$ $

0. 900 1 (900)

1 400 0.8772 350.88

2 400 0.7695 307.8

3 400 0.6750 270

-----------

NPV positive 28.68

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

Workings = C F × DF = PV

Scenario B

Year. CF DF PV

$ $

0 900 1 (900)

1. 400 0.8547 341.88

2 400 0.7305 292.2

3. 400 0.6244 249.76

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

NPV Negative 16.16

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

Scenario C

Year CF DF PV

$ $

0 900 1 (900)

1 400 0.83 332

2 400 0.694 277.6

1-3 400 2.3883. 955.32

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

NPV positive 664.92

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

Scenario D

Year CF DF PV

$ $

0 900 1 (900)

1 400 0.83 332

2. 400 0.694 277.6

1-3 400 2.9503 1,180.12

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

NPV positive 889.72

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

6 0
3 years ago
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