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Igoryamba
3 years ago
11

Given the following financial structure for Company S for all of 2016:

Business
1 answer:
Mila [183]3 years ago
3 0

Answer:

Explanation:

A.)

The Basic EPS can be determined by using the formula:

\mathtt{Basic \  EPS = \dfrac{Net \ income \ attributabe \ to\  common \ stock \ holders }{\text{common stock outstanding throughout the year}} }

\text{Given Net income = \$2,600,000}

\text{Net income available for common stock holders   = }\text{ Net income given less  dividend}

\text{ to preferred holders of stock}

\mathtt{=$2,600,000 - $100 \times 50000\times 6\%}

=\$2,300,000

\text{Common stock} = $800,000

∴

\mathbf{Basic  \ EPS = \dfrac{\$2,300,000}{800,000} }

\mathbf{Basic  \ EPS = \$2.88 \ per \ common \ stock}

B.)

The calculations for the numerator and denominator effect are:

\text{Calculation of the effect on incremental EPS}

Convertible on preferred stock  \mathtt{=\dfrac{500,000 \times 100 \times 6\%}{50000\times 5}}

=1.20

Convertible Bond =\dfrac{500,000 \times 8\%\times 70\%}{\dfrac{500,000}{1000\times 20}}

= 2.80

Stock options = \dfrac{0}{100,000- (100,000\times \dfrac{60}{80})}

= 0

Determination of the numerator & denominator effect for each convertible securities shown above are:

                            Numerator (N)   Denominator (D)  Dilution index = N/D

Net income          $2,600,000

Less: Preferred    $300000

Dividend

<em>Common stock A</em>

<em>Net income          </em>$2,300,000<em> </em>    800,000                      2.875

Add: Stock

Options (B)                  0                 25000

Total (C) = (A + B)  $2300000     825000                       2.788

Add: Convertible

Bonds (D)               428000          10000

Total (E) = (C+D)    $2328000      835000                       2.787

Add: Convertible

Preferred Stock (F) $300000     250000

Total (E) + (F)          $2628000    1085000                      2.422

C.)

Particulars                Dilutive Index       Rank (most dilutive is 1.)

Stock Option              2.788                              1

Convertible Bonds     2.787                              3

Preferred Stock          2.422                             2

D.)

From above, the convertibles are diluted EPS (DEPS)

\text{ DEPS =Net income available  common stockholders + net tax dividend on convertible securities}÷ \text{weighted average no. of common shares + effect of convertible stock + convertible stock options}

\text{DEPS (1{st} stage) for only common stock}= \dfrac{2300000}{800000} = \$2.88}

\text{DEPS (2{st} stage)with \ stock \ options}= \dfrac{2300000+0}{800000+25000} = \$2.788}

\text{DEPS (3{st} stage)with \ stock \ options \& preferred \ stock }= \dfrac{2300000+300000+0}{800000+250000+25000} = \$2.42}

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A bond with a face value of $6,000 and an annual coupon rate of 12% convertible semiannually will mature in ten years for its fa
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Answer:

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Explanation:

In order to arrive at the premium on the bond,it is necessary to compute the issuing price of the bond,which can be done using the pv formula in excel as shown below:

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nper is the number of coupon interest payable by the bond,which is 10 years multiplied by 2=20

pmt is the semi-annual coupon payable by the  bond i.e 12%/2*$6000=$360

fv is the face value of the bond which is $6,000

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pv=$8,677.95  

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premium=$$8,677.95-$6,000

premium=$2,677.95

The premium amortization is the excess of coupon payment  over the interest expense.

In the attached, I calculated the premium amortization on the 7th payment.

I started by taking the issue price of $8677.95 ,added interest expense at 3% semi-annually ,deducted the coupon payment of $360,thereby leaving the outstanding balance at end of the year.

Note that the premium amortization is the excess of coupon payment over interest expense as colored coded.

Download xlsx
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Answer:

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