Answered You can buy a ready-made answer or pick a professional tutor to order an original one.

QUESTION

Rick bought a 25 year bond when it was issued 15 years ago. The bond has a face value of 1000 and a coupon rate equal to 9 % and the coupon is paid every 6 months. If the yield on similar risk investm

Rick bought a 25 year bond when it was issued 15 years ago. The bond has a face value of 1000 and a coupon rate equal to 9 % and the coupon is paid every 6 months. If the yield on similar risk investments is 7% A. What is the current market value (price) if he bond? B. Suppose interest rates level rise to the point where such bonds now yield 11%. What would be the price of the bond? C. What price would bonds sell if the yield on them was 6%? D.What do you observe regarding the relationship between interest rate (ytm) and bond price? E. What do you observe regarding the relationship between coupon, ytm, and the bond price?

Show more
  • @
ANSWER

Tutor has posted answer for $15.00. See answer's preview

$15.00

* ***** price ** ************ ****** ** 7%Calculation of bond ***** **** * year maturity ** ** period=(25-15)10*2=20 ** ***** making half ****** ******* ***** ************** *** periodCoupon amount *** ********************* **** ***** ** ***************** price ** ********************* 1000*(PVIF35%20)Formula ** calculatePVIFA=((1-(1+r)^(-n))/r) ***** * ** *** ***** ** maturity n * ******************** ***** * is *** yield ** maturity * = ********* *** *** ***** into ********************************** = 1421240PVIF=1/(1+35%)^20 * ********* **** ***** **** ***** ************* ** *** ****************** ************* * 114213B ***** price ** ************ price) ** 11%Calculation ** **** ***** **** 6 year maturity ** ** ********************* ** ***** ****** **** yearly ******* & *************** per ************ ****** per ********************* **** ***** ** ***************** ***** ** bond=45*(PVIFA55%20)+ *********************** ** ********************************* where r ** the ***** ** maturity * = ******************** ***** * ** *** ***** ** ******** * = ********* *** the value **** abovePVIFA=((1-(1+55%)^(-20))/55%) * ************************ * ********* this ***** **** ***** ************* of *** Bond=45*(1195038)+ ************* * ****** ***** ***** ** ************ ****** ** ************* ** **** ***** **** * **** maturity ** of period=(25-15)10*2=20 as bonds ****** **** ****** payment & ************* *** periodCoupon ****** per period=1000*(9/2)%=45 face ***** ** ***************** ***** ** ******************** 1000*(PVIF3%20)Formula ** ********************************* ***** * is *** yield ** maturity n * ******************** ***** * ** the ***** ** ******** * = ********* *** *** value **** abovePVIFA=((1-(1+3%)^(-20))/3%) * *********************** * 055368put **** value **** above equationPrice ** the ****************** ************* = ******************** ******* *** ***** **** price:There ** ******* *********** ** interst rate ***** ********* ***** of *** **** increasesE:Relationship between ****** *** & Bond ************ **** **** remain **** ************ of ****** ** *** or **** *****

or Buy custom answer
LEARN MORE EFFECTIVELY AND GET BETTER GRADES!
Ask a Question