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vredina [299]
4 years ago
10

Firm X is being acquired by Firm Y for $35,000 worth of Firm Y stock. The incremental value of the acquisition is $2,500. Firm X

has 2,000 shares of stock outstanding at a price of $16 a share. Firm Y has 1,200 shares of stock outstanding at a price of $40 a share. What is the actual cost of the acquisition using company stock?
Business
1 answer:
UkoKoshka [18]4 years ago
5 0

Answer:

$34,789

Explanation:

Worth of stocks = $35,000

Incremental value of the acquisition = $2,500

Stock outstanding of Firm X = 2,000

Price per share of Firm X = $16

Stock outstanding of Firm Y = 1,200

Price per share of Firm Y = $40

Now,

Number of shares issued =  35,000 ÷ 40

or

= 875 shares

Value after merger = (Value of Stock x + Value of Stock Y + Synergy)

= (1200 × 40) + (2000 × 16) + 2500

or

= $82,500

Number of Stock Outstanding after merger  = ( 1,200 + 875 )

= 2,075

Thus,

Value per share after merger = $82500 ÷ 2,075

= 39.759

Therefore,

Actual cost of acquisition

= Value per share after merger × Number of shares issued

= 875 × $39.759

= $34,789

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Solution :

Calculating the (NPV) Net Present value for the following matters to check the feasibility of the replacement of an 8 year old riveting machine with the new one :

Let

A = Year (n)

B = Initial outlay

C = Five-year MACRS depreciation percentage

D = Depreciation with MACRS Method (D)

E = Savings in earnings before depreciation

F = Taxable Income (earnings before depreciation - depreciation

G = Income taxes (Taxable Income *40%)

H = \text{After-Tax Net} cash flow \text{(Taxable income - taxes + depreciation)}

I = PV of \text{Net cash flow} at the rate 12\%= NCF/ (1+WACC\%)^n

A          B          C          D             E            F             G             H              I

0      82,500                                                                        -82,500    -82,500

1                       20%   16500     27000   10500    4200     22800      20357.14

2                      32%   26400    27000    600         240      26760      21332.91

3                       19%   15675      27000  11325      4530      22470      15993.70

4                       12%   9900       27000  17100     6840      20160       12812.04

5                       11%    9075       27000  17925     7170      19830        11252.07

6                        6%   4950       27000   22050   8820     18180        9210.55

7                        0%    0             27000   27000   10800   16200       7328.06

8                        0%    0             27000   27000   10800   16200      6542.91

NPV                                                                                                    $22,329.39

As the NPV, the project is positive ($22,329.39) and so the company should replace the 8 year old riveting machine with the new one.

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