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SSSSS [86.1K]
3 years ago
14

Dyl Inc.'s bonds currently sell for $1,040 and have a par value of $1,000. They pay a $65 annual coupon and have a 15-year matur

ity, but they can be called in 5 years at $1,100. What is their yield to maturity (YTM)?
Business
1 answer:
Dovator [93]3 years ago
3 0

Answer:

Their yield to maturity (YTM) is 6.11%

Explanation:

Yield to maturity is the annual rate of return that an investor receives if a bond bond is held until the maturity.

Face value = F = $1,000

Coupon payment = $65

Selling price = P = $1,040

Number of periods = n = 15 years

Yield to maturity = [ C + ( F - P ) / n ] / [ (F + P ) / 2 ]

Yield to maturity = [ $65 + ( $1,000 - $1,040 ) / 15 ] / [ ( 1,000 + $$1,040 ) / 2 ]

Yield to maturity = [ $65 - 2.67 ] / $1,020 = $62.33 / $1,020 = 0.0611 = 6.11%

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A developer of a new townhome community estimates that there will be 1,200 home (all types) sales in University City over the ne
Rashid [163]

PAnswer:

24 units

Explanation:

Calculation to determine what is the developer's first-year projection of townhome sales in the new community

First-year projection=10%*1200*20%

First-year projection=24 units

Therefore the developer's first-year projection of townhome sales in the new community is 24 units

3 0
2 years ago
Maryann is planning a wedding anniversary gift of a trip to Hawaii for her husband at the end of 3 years. She will have enough t
Sergio [31]

Answer:

The answer is "She saves \$7804 on the trip".

Explanation:

Please find the complete question in the attached file.

Given:

(P) =\$2500\\\\(n) =3 \ years\\\\(r) = 4\%\\\\ \text{compounding period in year}\ (m) =1\\

The formula for Effective annual rate = ((1+(\frac{r}{m}))^m)-1

                                                                 =((1+(\frac{4\%}{1}))^1)-1\\\\=((1+(\frac{4}{100}))^1)-1\\\\=((1+0.04)^1)-1\\\\=((1.04)^1)-1\\\\ =1.04-1\\\\ =0.04 \\\\ = 4\%\\\\

Its potential value of its rental formula is used to measure the value of the rental at the middle of the 3rd year

 The formula for the future annuity = P\times \frac{(((1+i)^n)-1)}{i}

                                                         =2500\times \frac{(((1+0.04)^3)-1)}{0.04}\\\\=2500\times \frac{(((1.04)^3)-1)}{0.04}\\\\=2500\times \frac{(1.124864-1)}{0.04}\\\\=2500\times \frac{0.124864}{0.04}\\\\=2500\times 3.1216\\\\=7804  

5 0
2 years ago
The 1997 a value of an object was $5000. In 2012 , it was worth $9500. The annual percent growth has been constant. What is the
Mamont248 [21]
Given:
1997 - 5,000
2012 - 9,500

9,500 - 5,000 = 4,500
2012 - 1997 = 15 years

(9,500/5,000)^1/15  - 1
1.9^1/15 - 1
1.043718 - 1 = 0.043718
0.043718 * 100% = 4.3718%  

The answer is D.) 4.37%
4 0
3 years ago
Read 2 more answers
Refined Grains, Inc., agrees to sell to sunny cereal company a certain quantity of refined oats each week but no mention is made
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Answer:

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Explanation:

7 0
2 years ago
19. 14 oz of gold equals how much in dollars.
Dmitrij [34]

Answer:

14 Troy Ounces of Gold is Worth

U.S. dollars (USD) 24,984

Euros (EUR) 22,105

British pounds (GBP) 18,756

Explanation:

How much is an ounce of 14 gold?

Image result for price of gold 14oz

The current stock price for pure gold (. 999 gold) per ounce is $1786.69. That means that one ounce of 14K gold is worth $1046.26.

...............................................................................................................................................

Is Gold a Good Store of Value?

For long periods of time, yes, gold is an excellent store of value.

Until 1971, the U.S. was on the gold standard. This meant that the price of gold was fixed at $35 per troy ounce. Since that time however, the price of gold has increased by about 8% per year, more than twice the rate of inflation, and much more than bank interest rates.

This doesn't mean that there haven't been ups and downs. Between 1980–2000, the price of gold declined considerably.

However, with governments printing more and more money due to the coronavirus and pension crises, it seems likely that gold will continue to hold its value well.

...............................................................................................................................................

Troy Ounces USD Value

14.00 $24,984

14.01 $25,001

14.02 $25,019

14.03 $25,037

14.04 $25,055

14.05 $25,073

14.06 $25,091

14.07 $25,108

14.08 $25,126

14.09 $25,144

14.10 $25,162

14.11 $25,180

14.12 $25,198

14.13 $25,216

14.14 $25,233

14.15 $25,251

14.16 $25,269

14.17 $25,287

14.18 $25,305

14.19 $25,323

14.20 $25,340

14.21 $25,358

14.22 $25,376

14.23 $25,394

14.24 $25,412

Troy Ounces USD Value

14.25 $25,430

14.26 $25,448

14.27 $25,465

14.28 $25,483

14.29 $25,501

14.30 $25,519

14.31 $25,537

14.32 $25,555

14.33 $25,572

14.34 $25,590

14.35 $25,608

14.36 $25,626

14.37 $25,644

14.38 $25,662

14.39 $25,680

14.40 $25,697

14.41 $25,715

14.42 $25,733

14.43 $25,751

14.44 $25,769

14.45 $25,787

14.46 $25,804

14.47 $25,822

14.48 $25,840

14.49 $25,858

Troy Ounces USD Value

14.50 $25,876

14.51 $25,894

14.52 $25,912

14.53 $25,929

14.54 $25,947

14.55 $25,965

14.56 $25,983

14.57 $26,001

14.58 $26,019

14.59 $26,036

14.60 $26,054

14.61 $26,072

14.62 $26,090

14.63 $26,108

14.64 $26,126

14.65 $26,144

14.66 $26,161

14.67 $26,179

14.68 $26,197

14.69 $26,215

14.70 $26,233

14.71 $26,251

14.72 $26,268

14.73 $26,286

14.74 $26,304

Troy Ounces USD Value

14.75 $26,322

14.76 $26,340

14.77 $26,358

14.78 $26,376

14.79 $26,393

14.80 $26,411

14.81 $26,429

14.82 $26,447

14.83 $26,465

14.84 $26,483

14.85 $26,500

14.86 $26,518

14.87 $26,536

14.88 $26,554

14.89 $26,572

14.90 $26,590

14.91 $26,607

14.92 $26,625

14.93 $26,643

14.94 $26,661

14.95 $26,679

14.96 $26,697

14.97 $26,715

14.98 $26,732

14.99 $26,750

5 0
2 years ago
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