Par value of Bonds | 16000 | ||||
Semi annual periods | (7*2) | 14 | |||
Market rate of interest | 10% | ||||
Annuity PVF for 14 periods at 5% | 9.89864 | ||||
PVF at 14th period at 5% | 0.505068 | ||||
Let, Semi annual cash interest be x | |||||
Present value of maturity value | 8081.088 | ||||
Present value of Interest payments | 9.89864 x | ||||
Price | 8081.09 + 9.89864 x | ||||
As per given in question, issue price is $ 11882.17 | |||||
Therefore, equation is as under: | |||||
11882.17 = 8081.09 + 9.89864 x | |||||
9.89864x = 3801.08 | |||||
x =384 | |||||
Semi annual cash interest = 384 | |||||
Annualised Interest = 384 *2 = 768 | |||||
Coupon rate of Interest = 768 /16000*100 = 4.80% | |||||
(1 point) A 7 year $16000 par-valued bond pays semi-annual coupons. If the yield rate is...
(1 point) A 9 year $11000 par-valued bond pays semi-annual coupons. If the yield rate is y2 = 10% and the purchase price is $7656.78, what is the coupon rate cz?
(1 point) A 10 year $11 000 par-valued bond pays monthly coupons. If the yield rate is y 12-9% and the purchase price is $7381.84, what is the coupon rate c12? Answer: (1 point) Two bonds, each with a face value of $13000, are redeemable at par in t-years and priced to yield y4-8%. Bond 1 of P? has a coupon rate c4-11.8% and sells for $15628.24. Bond 2 has coupon rate c-5% and sells for S R What is...
(1 point) A 6 year $13000 par-valued bond pays quarterly coupons. If the yield rate is y4-6% and the purchase price is $11763.12, what is the coupon rate c4? Answer: 2.0499981*2
(1 point) A 11-year bond pays semi-annual coupons at C2 = 9.5%, has a yield rate of y2 = 7.3%, and is redeemable for $ W. If the book value immediately after the 7th coupon payment is $1049.42, and the book value immediately after the 11th coupon payment is $1010.57, what is the bond's face value? Answer: $
A 8 year $18000 par-valued bond pays monthly coupons. If the yield rate is y(12) = 10% and the purchase price is $11475.75, what is the coupon rate c(12)?
(1 point) Suppose that a 10-year bond with a face value of $2000 pays semi-annual coupons at a rate of C2 = 8.8%. If the bond is redeemable for $2000, find the price per $100 unit that will yield y2 = 12.5%.
Donald purchases a 15-year bond that pays semi-annual coupons at 5% annual coupon rate. He pays 2,345 for the bond, which can be called at its par value X on any coupon date starting at the end of year 10. The price guarantees that Donald will receive a yield of at least 4% convertible semi-annually. Joe purchases a 15 year bond identical to Donald's, except it is not callable. Assuming the same yield, what is the price of Joe's bond.
Consider a 2-year $4000 bond that's redeemable at par and pays semi-annual coupons at a rate of c2) 8%. 70. (a) Suppose that the yield rate is 4% compounded annually. Determine: The purchase price of the bond. P = $ %3D The bond's duration to 3 decimals. D: years %3| Note: Use the purchase price to the closest cent in your duration calculation. (b) Suppose that the yield rate is 4% compounded semi-annually. Determine: The purchase price of the bond....
A 15 year bond has a par-value of 500 and pays semi-annual coupons at a 7% rate. An investor purchases the bond at a price such that its yield to maturity is 6% convertible semi-annually. The investor sells the bond immediately after 8th payment at a price such that its new owner's yield to maturity is 5% convertible semi-annually. What was the original investor's yield convertible semi-annually on this investment over the 4-year period?
A 10-year bond pays semi-annual coupons at j2= 9.3% and has a yield rate of j2 = 7.8%. If the book value immediately after the 7th coupon payment is $1047.77, and the book value immediately after the 11th coupon payment is $1027.81, what is the bond's face value?