A bond is priced at 1169 and has a YTM of 0.055 when interest rates suddenly change by -80 basis points. The bond's price changes to 1213 Calculate the duration for this bond. 5.2292 4.9636 O 5.9067 O 5.7454 5.5295

Consider a one-year discount bond that has a present value of P1,500. If the rate of discount is 4 percent, the future value of the bond (the amount the bond pays in one year) is? a. P1,560.00 b. P1,540.00 c. P1,440.00 d. 1,442.31

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Consider the following figure which shows the relationship between a three-year bond's price (vertical axis) and the passage of time (measured in years - horizontal axis). $106.000 $104.000 $102.000 $100.000 $98.000 $96.000 $94.000 594.846 0.00 S96.688 598.567 0.50 Bond Price as Time Passes $100.4 1 $102.433 $96.433 1.00 $98.307 $100.217 1.50 $102.13 58148 2.00 Which of the following statements are consistent with the figure above? $104.148 $100.055 $106.000 $101.99 250 $103.980 This pattern of prices is consistent with a bond whose yield to maturity is below the band's coupon rate. This bond pays a coupon of $8. This bond pays coupons on an annual basis. None of the other statements are correct. 100

K Assume that a bond will make payments every six months as shown on the following timeline (using six-month periods): 0 2 5 Period $19.53 a. What is the maturity of the bond (in years)? b. What is the coupon rate (as a percentage)? c. What is the face value? Cash Flows View an example Get more help. ★ a. What is the maturity of the bond (in years)? The maturity is years. (Round to the nearest integer.) A 6 1 MacBook Pro & 7 $19.53 * 8 9 C 59 $19.53 60 $19.53+$1,000 Clear all BUB 0 {

A bond has a duration of 7.677 and the current yield-to-maturity is 4.81%. If the current bond's price is $1,085.48 what is predicted to be the bond's new price if interest rates suddenly jump upwards by 0.66%? State your answer as a dollar amount with two decimal places.

LOW4486452: The coupon rate is 3.1%, the last trade price is $111.33, and the Maturity date is 05/03/2027 Using the bond LOW4486452, assume that the price does not include accrued interest. Calculate the market price of that bond in dollars and calculate the accrued interest. You will assume that today is the 1st of November. Also, assume that the bond pays interest on the month that the bond matures and 6 months after. Also, assume that the interest is paid on the first of the month no matter the maturity date. For example, suppose a bond matures on 4/8/2042. You will assume that interest is paid on 4/1 and 10/1    Making these assumptions, how much accrued interest would you pay the owner if you bought the bond?   What would the total amount be that you paid for the bond?

A bond currently has a price of $890. The yield on the bond is 6%. If the yield increases 25 basis points, the price of the bond will go down to $870. The duration of this bond is ____ years.    Group of answer choices   A. 9.56 B. 9.02 C. 7.46 D. 8.08

A bond's modified duration is 7.5 years, its current yield-to-maturity is 6%, and its price is $950. Approximately what will be the price of the bond if the yield-to-maturity increases to 6.5%?   879 893 941 914 Not enough information

H5. Please show all step by step calculation