Consider Bond XYZ
Coupon rate: 9,75% per year
Yield to maturity: 11,4% per year
Maturity date: 15 April 2046
Settlement date: 29 November 2021
The accrued interest is
[1] R1,20205%. [2] R2,34537%. [3] R5,87781%. [4] R1,18207%. [5] none of the above
I can use excel's 'PRICE' function to retrieve the bond's clean price.
=PRICE(settlement, maturity, rate, yield, redemption, frequency, [basis])
The bond's payment date is referred to as the settlement period
Maturity — the bond's expiration date.
Rate - the bond's yearly coupon rate.
The bond's annual yield is called yield.
The redeeming value of a bond per $100 face value is known as the redemption value.
The number of coupon payments per year is known as the frequency.
The basis specifies the financial day count basis on which the bond is calculated.
A correct answer is an option [5] R86,39294%.
To get the clean price of the bond, we will use the 'PRICE' function in excel.
=PRICE(settlement, maturity, rate, yield, redemption, frequency, [basis])
explanation
I will start with the '=' sign, then type 'PRICE' and choose the price formula from the list, as seen above. Then, as instructed, we'll add the inputs. Final payment, maturity date, coupon rate, yield to maturity, redemption per 100 (if redeemable at par), frequency of payments, and basis are all important factors.
Redemption (required argument) – This is the bond's redemption value per $100 face value.
If I solve this, I will get 86.444.
Thus,
The bond's price will be around 86.44. Hence none of the prices above relates to the answer.
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