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Accounting question?

Saturn issues a 6.5%, 5 year bond dated january 1, 2011 with 500,000 per value. the bonds pay interest on june 30 and december 31 and are issued a price pf 510,666. Annual rate 6%.

27. per value at maturity =

total repaid =

less amount borrowed =

or

less premium =

28.

Date: unamortized premium carrying value

1/1/11 ? ?

6/30/11

12/31/11

6/30/12

12/31/12

6/30/13

12/31/13

6/30/14

12/31/14

6/30/15

12/31/15

1 Answer

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  • Prof
    Lv 7
    7 years ago

    What is your question? What don't you understand? Where is your solution? Do you just want someone to do your work for you? You would learn nothing that way and it would be a disservice to you. And if you turned in the answer prepared by another person as your own work you would be committing plagiarism which is unethical.

    A bond consists of two promises. It promises to pay $1,000 on the maturity date, and it promises to pay periodic interest. The interest payments are determined by the coupon rate. If the coupon rate of interest is more than the market rate, the bond will sell at a premium because it is more attractive than the rate available in the market. So it's price will be bid up. The bidding will stop when its yield to maturity equals the market interest rate. If the coupon rate is less than the market rate, the bond will sell at a discount.

    By discounting the two future cash flows to the present using the market interest rate, you can find the present value of the bond, the price at which it will sell. In a diagram you have

    PV - - - PMT - - - PMT - - - - - - PMT - - - PMT + $1,000

    PMT is the interest payment calculated from the coupon rate. The number of payments is determined by the life of the bond. So you have variables whose values are known and you can solve for any unknown variable when you know the others. The simplest way is using a financial calculator. The variables are

    Maturity value - $1,000 face value per bond

    Coupon rate - determines size of PMT

    PMT = periodic interest = Face value * coupon rate * time

    Number of periods is usually semiannual, sometimes annual

    Market rate: Used to discount future cash flows

    PV = present value of the future cash flows

    A bond's coupon rate is fixed and does not change during the life of the bond. But market interest changes in reaction to a variety of economic conditions. So if a bond has a 5% coupon rate, and investors can now earn only 4% in the market, the 5% bond will be very attractive. Investors will all want it so they will bid for it and its price will go up. That is, when market interest rates fall below the bond's coupon rate the price of the bond will increase.

    The opposite is true if market interest rates go up. The price of the bond will go down. If investors can earn 6% interest why should they buy a bond that pays only 5%. They will buy it only if the price is low enough to yield 6%. So bond prices move in opposite directions from interest rate.

    What does "per value at maturity" mean? Do you mean par value? Par value does not change. It will be the same throughout the bond life.

    Total paid by the time the bond matures is the total interest plus the face value of the bonds. That's easy enough to calculate. Multiply one interest payment by the total number of payments and add the face value of the bonds.

    Why are you unable to fill in the amortization table? For 1/1/11 you are given all the numbers. If you don't know how to do that much, have you given any thought to transferring to barber school?

    It is not appropriate of you to assign your homework to others. To get help you should do the work as well as you can and provide your solution so someone can help you by pointing out where you are wrong and by explaining areas where you show weaknesses.

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