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Ratling [72]
3 years ago
11

In 2018, Venus Fly Co. issued a $75 par value preferred stock that pays a 7 percent annual dividend. Due to changes in the overa

ll economy and in the company's financial condition investors are now requiring a 5 percent return. What price would you be willing to pay for a share of the preferred if you receive your first dividend one year from now?
Business
1 answer:
strojnjashka [21]3 years ago
7 0

Answer:

$105

Explanation:

Calculation for What price would you be willing to pay for a share of the preferred

First step is to find the Dividend using the formula

Dividend =Par value preferred stock × Annual dividend percentage

Let plug in the formula

Dividend=$75 par value ×7%

Dividend=$5.25

Second step is to find the price using this formula

Price = Dividend ÷ Return percentage

Let plug in the formula

Price=$5.25÷5%

Price =$105

Therefore the price you would be willing to pay for a share of the preferred if you receive your first dividend one year from now will be $105.

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The stock is currently selling for $15.25 per share, and its noncallable $1,000.00 par value, 20-year, 9.00% bonds with semiannu
ANTONII [103]

Answer:

12.8%

Explanation:

Ra=Rf+(Rm-Rf)*Ba

Ra=?

Rf=5.5%

Rm=11.5%

Ba=1.22

Ra=5.5%+(11.5%-5.5%)*1.22

Ra=12.8%

7 0
3 years ago
A 30-year maturity bond has a 6.7% coupon rate, paid annually. It sells today for $881.17. A 20-year maturity bond has a 6.2% co
geniusboy [140]

Answer:

Rate of return

30 year bond =  42%

20 year bond = 45%

Explanation:

First of all find current yield on 30 year maturity bond

We will use PV of annuity formula to calculate current YTM

Coupon Payment = 6.7% x 1000 = $67

$881.17 =( $67( 1- ( 1 + r )^-30 ) / r ) + ( 1000 / ( 1 + r )^30 )

r = 0.0773 = 7.73%

Current YTM is 7.73%

Now calculate the current yield for 20 years maturity bond

Coupon Payment = 6.2% x 1000 = $62

893.1 = ( ( $62 x ( 1 - ( 1 + r )^-20 ) / r ) + ( 1000 / ( 1 + r )^20 )

r = 0.0723 = 7.23%

As given

5 years from now the YTM on 30 Year bond will be 7.70% and on 20 Year bond will be 7.20%.

Now calculate

Price of the 30 year bond Bond after 5 year at YTM of 7.7%

Price of the Bond = ( $67 x ( 1 - ( 1 + 0.077 )^-(30-5) ) / 0.077 )+( 1000 / ( 1 + 0.077 )^(30-5) ) = $890.46

Price of the 20 year bond Bond after 5 year at YTM of 7.2%

Price of the Bond = ((6.7%*1000)*(1-(1+0.072)^-15)/0.072)+(1000/(1+0.072)^15)

( $62 x ( 1 - ( 1 + 0.072 )^-(20-5) ) / 0.072 )+( 1000 / ( 1 + 0.072 )^(20-5) ) = $910.06

Increase in price of 30 year bond = $890.46 - $881.17 = $9.29

Increase in price of 30 year bond = $910.06 - $893.1 = $16.96

Future value of Coupon payment for 5 years

30 year bond = 67 x ( 1.072^5 -1 ) / 0.072 = $386.84

20 year bond = 62 x ( 1.072^5 -1 ) / 0.072 = $357.97

Total return = FV of Coupon payment + Price increase

30 year bond = $386.84 + $9.29 = $396.13

20 year bond = $357.97 + $16.96 = $374.93

Rate of return =  

30 year bond = $396.13 / $881.17 = 0.45 = 45%

20 year bond = $374.93 / $893.1 = 0.42 = 42%

5 0
3 years ago
West Corp. issued 20-year bonds two years ago at a coupon rate of 8.3 percent. The bonds make semiannual payments. If these bond
lora16 [44]

Answer:

Yield to Maturity (YTM) is 7.94 %.                      

Explanation:

Yield to Maturity (YTM) refers to internal rate of return that bond holder will earn if he purchased the bond today at the current market price and held it till maturity of the bond.

Yield to Maturity of the the bond = [Coupon payment+ (Future value of bond - Present value of bond / no. of Periods)] / [(Future value of bond + Present value of bond)/2] ---- (a)

Bond maturity period = 20 years

Coupon rate = 8.3 %

Par Value = 1000

No. of periods = 2 x 20 = 40 (semi- annual)

Coupon payment = 8.3 % x 1000 = 83 = 83/2 = 41.5 (Semi-annual)

Present value of bond = 104 percent of Par value = 104

Future value of bond = 1000

YTM = ?

Putting the values in equation (a),

Semi annual YTM = [41.5 + (1000-1040 / 40)] / [(1000 + 1040)/2]

Semi annual YTM = [41.5 + (-40/40) ] / [(1040)/2]

Semi annual YTM= [41.5 - 1] / 1020

Semi annualv YTM =  40.5 / 1020 = 0.0397

Hence, Annual yield to maturity = 0.0397 x 2 = 0.0794 or 7.94 %.

6 0
3 years ago
ABC Inc. recently purchased an equipment. The price negotiated with the seller was $20,000. Aqua also paid sales tax of $2,000 o
MaRussiya [10]

Answer: $22500

Explanation:

The following information can be gotten from the question:

Price of equipment = $20,000

Sale tax = $2000

Maintenance cost = $2200

Shipping cost = $500

The amount that the equipment should be recorded on the balance sheet prior to recording depreciation expense will be calculated as:

Price = $20000

Add: Sales Tax = $2000

Add: Shipping & Preparation = $500

Price of the equipment before depriciation will then be:

= $20000 + $2000 + $500

= $22500

5 0
3 years ago
Part 1: Kathleen received land as a gift from her grandfather. At the time of the gift, the land had a FMV of $105,000 and an ad
artcher [175]

Answer:

d. $25,000

b. ($5,000) loss

Explanation:

In the first case, the gain or loss on this transaction is

Gain or loss on this transaction is

= Sale value of the land - adjusted basis of the land

= $110,000 - $85,000

= $25,000

We ignored the fair market value of the land for computing the gain or loss of the transaction

In the second case, the gain or loss on this transaction is

Gain or loss on this transaction is

= Sale value of the land - fair market value

= $80,000 - $85,000

= -$5,000 loss

8 0
3 years ago
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