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sesenic [268]
2 years ago
5

A university issues a bond with a face value of $5000 and a coupon rate of 4. 41% that matures on july 15, 2018. The holder of s

uch a bond receives coupon payments of $110. 25. How frequently are coupon payments made in this case?.
Business
1 answer:
Margaret [11]2 years ago
7 0

The coupon payments would be made twice every year.

What is coupon payment?

Coupon payment means the cash amount that bondholders would receive from the university(bond issuer) on periodic basis till the bond matures, it is likely that the coupons are payable semiannually or annually as would be determined in this analysis.

The coupon payment is closely related with the coupon rate , which means that in order to determine the number of times in a year that coupons will be paid we can make use of the coupon received, the par value, the coupon rate, such that the frequency of coupon payments would be the unknown as shown below:

coupon receipt=par value*coupon rate/coupon frequency

coupon receipt=$110.25

par value=$5000

coupon rate=4.41%

coupon frequency=unknown(assume it is X)

$110.25=$5,000*4.41%/X

$110.25=$220.50/X

X=$220.50/$110.25

X=2

Coupons would be twice every year, which means semiannual coupon payments

Read more on coupon frequency on:brainly.com/question/16748047

#SPJ1

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Answer:

Two-way flow

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This method relies heavily on effective communication mostly the two-way flow of communication.

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3 years ago
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Answer:

Net income = $3,560

Explanation:

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                                        Multi-step income statement

                               For the Year ended December 31 20YY

Sales revenues 37,250

Less: Cost of goods sold = 0

Gross profit                                                          = 37,250

Less: Operating expense:

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Depreciation expense                       = $1,750

Utilities expense                                = $320

Insurance expense                            = $780

Rent expense                                     = $9,800

Total operating expense                   = ($31,650)

Add: operating income:

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Total operating income                                         = $6,160

Other operating income

Interest revenue                                                    = 160

Net income before taxes                                      = $6,320

Income tax expense                                              = $2,760

Net income                                                             = $3,560

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Explanation:

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