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VMariaS [17]
3 years ago
7

A company with 100,000 authorized shares of $4 par common stock issued 40,000 shares at $8. Subsequently, the company declared a

4% stock dividend on a date when the market price was $12 a share. What is the amount transferred from the retained earnings account to paid-in capital accounts as a result of the stock dividend? a.$19,200 b.$32,000 c.$12,800 d.$48,800
Business
1 answer:
LenKa [72]3 years ago
8 0

Answer:

option A,$19,200

Explanation:

The amount stock dividend issued that needs to be transferred  from retained earnings to paid-in capital accounts by debiting the retained earnings and crediting the paid-in capital accounts is computed by the below formula:

Stock dividend value=stock dividend %* issued shares*market price

stock dividend % is 4%

issued shares is 40,000 shares

market price of stock is $12

stock dividend value=4%*40,000*$12=$19,200

The correct option is $19,200 option A.

One should be misled by the issue price of $8 per share,since that gives a different option which is wrong

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vesna_86 [32]

Answer:

factoring company

Explanation:

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3 years ago
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An insurance company is analyzing the following three bonds, each with five years to maturity, annual interest payments, and is
Andrej [43]

Here's the complete question:

An insurance company is analyzing the following three bonds, each with five years to maturity, and is using duration as its measure of interest rate risk:

a. $10,000 par value, coupon rate = 8%, rb = 0.10

b. $10,000 par value, coupon rate = 10%, rb = 0.10

c. $10,000 par value, coupon rate = 12%, rb = 0.10

What is the duration of each of the three bonds?

a. Duration on 8% coupon bond = 4.28 years

Year 1 ,2,3,4,5

CFs 800,800,800,800,10800

DCFs 727.27, 661.2, 601.05, 546.41 6705.95

PV=9241.84

Duration = <DCFs/PV

(7271+661.22+601.053+546.414+6705.95*5)/9241.84

=39568.1/9241.84

=4.2814

b. Duration on 10% coupon bond = 4.17 yearsc.

c. Duration on 12% coupon bond = 4.07 years

7 0
3 years ago
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What must be the price of a $10000 bond with a 6.8% coupon rate, semiannual coupons, and eight years to maturity if it has a yie
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Answer:

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Face value (FV) = $10,000

Number of times coupon is paid in a year (m) = 2

No of years to maturity = 8 years

Yield to maturity (Kd) = 8% = 0.08

Po = R/2(1- (1 + r/m)-nm) +  FV/ (1+r/m)n m

                      r/m

Po = 680/2(1-(1+0.08/2)-8x2) + 10,000/(1 + 0.08/2 )8x2

                          0.08/2                              

Po = 340(1 - (1 + 0.04)-16)    + 10,000/(1 + 0.04)16

                      0.04                            

Po = 340(1-0.5339) + 10,000/1.8730

                 0.04

Po = 3,961.85 + 5,339.03

Po = $9,300.88

Explanation:

The current market price of a bond is a function of the present value of semi-annual coupon and present value of the face value. The present value of semi-annual coupon is obtained by multiplying the coupon by the present value of annuity factor at 8% for 8 years. The present value of face value is obtained by discounting the face value at the discount factor for 8 years. The addition of the two gives the present value of the bond. All these explanations have been captured by the formula.

3 0
3 years ago
Suppose that a lumberyard has a supply of 10-ft boards, which are cut into 3-ft, 4-ft, and 5-ft boards according to customer dem
Alja [10]

Answer :

Some answers are attached below

Explanation:

a) Based on the information provided, below are the all possible sensible patterns the lumberyard may use to cut the 10-ft boards -

Pattern Number 3-ft boards 4-ft boards 5-ft boards Waste (<3-ft)

1                      3                   0                     0                       1                                                                        

2                                2                 1                          0                      0

3                             1                    0                           1                       2            

4                                 0                     1                          1                        1

5                           0                      2                           0                       2                  

6                      0                     0                            2                     0      

b) ILP Formulation

Objective Function

Minimize Number of 10 ft-boards to be cut

Z = x1+x2+x3+x4+x5+x6 where xi is the number of boards for pattern i

subject to constraints -

3x1+2x2+x3>=90 ----> 3-ft boards

x2+x4+2x5>=60 ----->4-ft boards

x3+x4+2x6>=60 ----->5-ft boards

Xi>=0 ---->Non-negativity constraint

Below is the excel solver formulation and solution -

The optimal number of Pattern 1,5,6 =0, Pattern 2,3 and 4 = 30

The minimum number of 10 ft-boards to be cut = 90

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