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mario62 [17]
3 years ago
13

Trevor Price bought 10-year bonds issued by Harvest Foods fi ve years ago for $936.05. Th e bonds make semiannual coupon payment

s at a rate of 8.4 percent. If the current price of the bonds is $1,048.77, what is the yield that Trevor would earn by selling the bonds today?
Business
1 answer:
balu736 [363]3 years ago
5 0

Answer: 11.14%

Explanation:

Buying price of bond = $936.05 -PV

Years investment held = n= 5*2

Rate of the Coupon = C = 8.4%

Frequency of payment = m= 2

Annual coupon = $1,000 × (0.084/2) = $42

Realized yield = i

Selling price of bond = PB = $1,048.77 = FV

Enter N= 10, PMT = $42, PV= -$936.05$, FV = 1,048.77

Answer 5.425%

The effective annual yield can be computed as:

EAY = (1+ Quoted m)^m -1

= (1+0.054)^2 - 1

=(1.054)^2- 1

=0.1114= 11.14

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Lunna [17]

Answer:e. $3,700 gain.

Explanation:

Par value of Bonds =$100,000    

Unamortized premium= $2,700    

Carrying/ Book value of bonds=  Par value of Bonds +Unamortized premium

= $100,000 + $2,700 =$102,700    

Amount at which bonds retired $100,000 x 99% = $99,000  

Gain on retirement of bonds =Book value of bonds- Amount at which bonds retired

=$102,700- $99,000 = $3,700

4 0
3 years ago
On April 30, Victor Services had an Accounts Receivable balance of $19,100. During the month of May, total credits to Accounts R
suter [353]

Answer:

Credit Sales = $48100

Explanation:

The credit sales can be calculated by reversing the formula for Closing accounts receivables.

The formula for closing accounts recevables is,

Closing accounts receivables = Opening accounts receivables + Credit sales - collections from accounts receivables

To caculate Credit sales, the formula will be:

Credit sales = Closing accounts receivables + Collections from Accounts receivables - Opening accounts receivables

Credit sales = 14000 + 53200 - 19100 = $48100

7 0
4 years ago
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Mama L [17]
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3 years ago
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Answer:

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