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koban [17]
3 years ago
6

A company wishes to raise $170 million by issuing 20-year annual coupon bonds. Each bond will have a face value of $1,000; coupo

n rate of 7.70 percent and yield to maturity of 6.60 percent. What is the minimum number of these bonds the company needs to sell in order to achieve its goal? A. 163,922 B. 151,753 C. 191,110 D. 144637
Business
1 answer:
Margarita [4]3 years ago
6 0

Answer:

The answer to the question is B I51,753 bonds

Explanation:

The present price of the bond and the total amount to be raised of $170m were used in arriving at the number of bonds to be issued.

n 20  

Coupon 6.60%  

YTM 7.7%*1000=77  

FV 1000  

PV ($1,120.25)  

The current price of the bond   $1,120.25  

Total amount to be raised   $170,000,000  

Number of bonds to be issued=total amount /bond price    151,752 approx...151753

Find attached spreadsheet with formulas so as to be able to follow through.

Download xlsx
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barxatty [35]

Answer:

$15 trillions

Explanation:

The computation of the GDP is shown below:

GDP = Consumption + Investment + Government purchase + Net exports

where,  

Consumption = $10 trillions

Investment = $2.5 trillions

Government purchase = $3 trillions

Net exports = Exports - imports

= $1 trillion - $1.5 trillion

= -$0.5 trillion

So, the GDP would be

= $10 trillions + $2.5 trillions + $3 trillions - $0.5 trillions

= $15 trillions

= 13.5 trillions

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Answer:

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Explanation:

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Which of the following currencies is not/are not a hard currency?* Euro O CHF RMB O CDS GBP Both b and c Both c and d​
cestrela7 [59]
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Shawn Bixby borrowed $21,000 on a 120-day, 12% note. After 70 days, Shawn paid $2,400 on the note. On day 100, Shawn paid an add
Zarrin [17]

Answer:

Ending Balance Due = $14,980.106

Total Interest = $780.106

Explanation:

solution

Total Interest and Ending balance due by the U.S. Rule are as given below

so interest is here for 70 day with 12 % of 21000

interest = 0.12 × 21000 ×  \frac{70}{360}

interest = $490

so

payment = $2400 - $490

payment = $1,910

and adjusted balance  will be after that

adjusted balance  = $21,000 - $1,910

adjusted balance  = $19,090

and

on 100 day

Interest  =  0.12 × $19,090  ×  \frac{30}{360}

Interest  =  $190.9

and

Payment  = $4,400 - $190.9

payment = $4209.1

So

adjusted balance  = $19090  - $4209.1

adjusted balance  = $14,880.9

and interest = $14,880.9 × 0.12  ×  \frac{20}{360}

interest = $99.206

so Ending Balance Due  will be

Ending Balance Due = $14,880.9 + $99.206

Ending Balance Due = $14,980.106

and

Total Interest = $490 + $190.9 + $99.206

Total Interest = $780.106

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3 years ago
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