Question

The measure which is interpreted as the approximate percentage price change of a bond for a...

The measure which is interpreted as the approximate percentage price change of a bond for a modest change in interest rates is called:

A. present value

B. convexity

C. duration

D. yield to maturity

Homework Answers

Answer #1

The correct answer is Convexity

Convexity of the bond measures the approximate percentage price chnage of a bond for a modest change in interest rate while the duration of the bond calculates the senstivity of the bonds.

Yield Represents the total return on a security holder receives on the bond in form of Interest, Dividends while the present value is the current price of the bond that a investor would be willing to pay

To calculate the Convexity we use the formulae,

Convexity = D^2*B*I/B*D*I^2

Where, D is Duration of Bond

B is the Bond Price

I is the Interest Rate

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
What is the approximate percent change in value of your portfolio if all (annual) interest rates...
What is the approximate percent change in value of your portfolio if all (annual) interest rates go down by two percentage points? What is the approximate change in dollar value of your portfolio if all (annual) interest rates go down by two percentage points? Your portfolio consists of one of each bond Bond A: Coupon rate = 10%, Maturity = 2, Price = 109.40, Duration = 1.82, Convexity = 4.34 Bond B: Coupon rate = 5%, Maturity = 5, Price...
Duration times the reinvestment rate will give the approximate change in bond price for a 1%...
Duration times the reinvestment rate will give the approximate change in bond price for a 1% change in interest rates. A. True B. False It is possible that a bond with a shorter maturity than another bond may actually have a longer duration and be more sensitive to interest rate changes. A. True B. False One of the benefits of zero-coupon bonds is that they lock in a compound rate of return (or reinvestment rate) for the life of the...
A bond for the Chelle Corporation has the following characteristics: Maturity - 12 years Coupon -...
A bond for the Chelle Corporation has the following characteristics: Maturity - 12 years Coupon - 9% Yield to maturity - 7.50% Macaulay duration - 7.83 years Convexity - 76.81 Noncallable Assume bond pays interest semiannually. Use only the data provided in the table above (in the problem statement) for your calculations. When rates decline, the price of callable bond increases at a -Select-slowerhigherItem 5 rate than the price of noncallable bond. Calculate the approximate price change for this bond...
5.Calculate the effective duration of a bond to a 100 basis point change in interest rates...
5.Calculate the effective duration of a bond to a 100 basis point change in interest rates with a 6-1/4 coupon, 10-years remaining to maturity, and an asking quote of 110.7811 (decimal, not 32nds). 6.Calculate the effective convexity to a 100 basis point change of the bond in Question 5 7.Calculate the total percentage price change (duration and convexity) to a 65 basis point decrease in interest rates for the bond in Questions 5 and 6.
A 20-year, 6.500% annual payment bond settles on a coupon date. The bond's yield to maturity...
A 20-year, 6.500% annual payment bond settles on a coupon date. The bond's yield to maturity is 9.400%. (a)   What is the bond’s Macauley Duration (show your work, like you did in problem (16) above.) (b) What is the bond’s approximate modified duration? Use yield changes of +/- 30 bps around the yield to maturity for your calculations. (c) Calculate the approximate convexity for the bond. (d) Calculate the change in the full bond price for a 40 bps change...
You happen to have a 20yr bond with 7.5% annual payment which settles on a coupon...
You happen to have a 20yr bond with 7.5% annual payment which settles on a coupon date. Bond yield to maturity is 9.4%. 1.What is the bonds Macauley Duration 2. Whats the bond’s approximate modified duration in this example? Please use yield changes of +/- 30 bps around the yield to maturity 3.what is the convexity for the bond (approx.) 4. Find the change in the full bond price for a 40 bps change in yield.
3. Suppose that you’re given a 8-year 7.2%-coupon bond with $1,000 face value that pays the...
3. Suppose that you’re given a 8-year 7.2%-coupon bond with $1,000 face value that pays the semi-annual coupon payments, the bond price in the market is $886 per bond, answer the following questions: a) What is the yield to maturity? What is the idea of yield to maturity? Explain the difference between your bond’s yield to maturity versus the term structure of interest rates. b) Suppose you are about to apply the immunization strategy for the bond portfolio what is...
19. A 20-year, 6.500% annual payment bond settles on a coupon date. The bond's yield to...
19. A 20-year, 6.500% annual payment bond settles on a coupon date. The bond's yield to maturity is 9.400%. (a)   What is the bond’s Macauley Duration (show your work, like you did in problem (16) above.) (b) What is the bond’s approximate modified duration? Use yield changes of +/- 30 bps around the yield to maturity for your calculations. 20. Consider the bond from problem (19) above. (a) Calculate the approximate convexity for the bond. (b) Calculate the change in...
The return on an investment in a bullet bond that is held to maturity will equal...
The return on an investment in a bullet bond that is held to maturity will equal its yield-to-maturity if : The duration gap is zero. The coupon payments are reinvested at the bond’s yield-to-maturity. Interest rates remain unchanged. The bond has positive convexity. The bond is called.
Duration is an important measure of interest rate risk. Duration is an estimate of the percent...
Duration is an important measure of interest rate risk. Duration is an estimate of the percent the price of a bond changes for each percent change in the yield to maturity.    A bond’s current price is $940 and it has a duration of 5. Changes in market interest rates causes the yield to maturity to change from 6% to 5%, what is the estimated new price of the bond?
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT