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Andreyy89
2 years ago
13

collect price quotes for airline tickets to a city with departure dates that are less than 7, 14, and over 21 days from the pres

ent date. how do the prices differ?
Business
1 answer:
Mars2501 [29]2 years ago
4 0

The departure date is the date that the traveling party is scheduled to leave their home and begin the trip.

Price difference in the given scenario

  • Flight destinations were constrained as a result of COVID-19. To go to Baton Rouge, Louisiana, I decided on a one-way ticket. I went with American Airlines, the first airline that appeared in the search results. I decided on July 30th for the period of less than 7 days.
  • One-way coach tickets cost $186.19 with two stops and $299.46 for non-stop flights. The same flight was scheduled for August 6th less than 14 days in advance. Coach travel on American Airlines costs $89.18 for a one-way ticket.
  • The next flight was on August 17th, which was more than 21 days away. On American Airlines, a one-way ticket cost $89.18. The trip that was less than 7 days out was the only one that cost significantly more.

To know more about Price from the given link

brainly.com/question/26075805

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Ware Co. produces and sells motorcycle parts. On the first day of its fiscal year, Ware issued $35,000,000 of five-year, 12% bon
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Answer:

Cash proceeds is $37,702,607.23  

First premium amortization $214,869.64

Second premium amortization is $225,613.12

First year interest expense is $ 3,759,517.24  

Explanation:

The amount of cash proceeds from the bond issue is the pv of the bond using the pv formula,=-pv(rate,nper,pmt,fv)

rate is 10% yield to maturity divided 2 since interest is semi-annual i.e 5%

nper is 5 years multiplied by 2=10

pmt is the semi-annual interest payable by the bond i.e $35,000,000*12%*6/12=$2,100,000

fv is the face value of the bond at $35,000,000

=-pv(5%,10,2100000,35000000)

pv=$37,702,607.23  

The amount of premium to be amortized in first semi-annual interest payment:

Interest expense=$$37,702,607.23*10%/2=$1,885,130.36  

coupon interest=$35,000,000*12%/2=$2,100,000

Premium amortized=$2,100,000-$1,885,130.36  

premium amortized=$214,869.64  

The amount of premium to be amortized in second semi-annual interest payment:

interest expense=($37,702,607.23+$2,100,000-$1,885,130.36)*10%/2

                           =$1,874,386.88  

Premium amortized=$2,100,000-$1,874,386.88

premium amortized=$225613.12

Bond expense for the first payment= 37,702,607.23*10%/2  

                                                           =$1,885,130.362

Bond expense for the first payment=  37,487,737.59  *10%/2  

                                                           =$ 1,874,386.88  

First year bond interest expense= 1,874,386.88+1,885,130.362  

                                                      =$ 3,759,517.24  

                                                     

Find attached schedule in addition

Download xlsx
4 0
3 years ago
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