What is the correct formula for B9? 1 A Bond Valuation 2 Settlement Date 2/15/2018 3 Maturity Date 2/15/2038 4 Coupon Rate 8% 5 Required Return 9% 6 Face Value 1000 7 Frequency 2 8 Basis 0 9 Current Yield ? O=(B4B6)/(PRICE(B2, B3, B4, B5, B6/B6100, B7, B8)/100*B6) =B4/PRICE(B2, B3, B4, B5, B6/B6, B7, B8) =(B4B6)/(PRICE(B2, B3, B4, B5, B6/B6100,B7, B8)*B6) O=B4 B6/PRICE(B2, B3, B4, B5, B6/B6/100,B7, B8) =B4B6/PRICE(B2, B3, B4, B5, B6/B6100,B7 B8)/100 B6
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- Find the missing data Coupon Rate Maturity Date Settlement Date Price Yield 3.88% 10/9/2037 10/10/2023 4.2500%Problem 6-1 Financial Pages (LO1) Consider the table given below to answer the following question. Maturity Coupon Bid Price Asked Price Chg Asked Yield toMaturity (%) 15-02-2020 1.375 98.3281 98.3438 − 0.0078 2.228 15-02-2021 2.25 99.5781 99.5938 0.0313 2.391 15-02-2025 7.625 130.6719 130.6875 0.1094 2.770 15-02-2029 5.25 121.8516 121.9141 0.2344 2.908 15-02-2036 4.5 120.9063 120.9688 0.5313 2.986 15-02-2041 4.75 127.2422 127.3047 0.6641 3.084 15-02-2048 3 97.2656 97.2969 0.7266 3.140 a. What is the current yield of the 2.25% 2021 maturity bond? (Do not round intermediate calculations. Round your answer to 2 decimal places.)QUESTION 1 Find the missing data Coupon Rate Maturity Date Settlement Date Price Yield 3.75% 3/28/2028 9/27/2023 3.6750%
- D6) Finance What is the OAS on the MBS with the following characteristics: 1. Coupon rate: 9.5% 2. Current market price: 97.75 3. Forward rate at T=0, 1.95%, Forward rates at T=1 +/- 75bps from T=0 rate, Forward rates at T=2 6%, 4%, and 4% from top to bottom of the forward rate tree Submit your response in X.XXX% out to 3 decimals.what are the axcess rates?Q1. Price and Yield. Yield (%) Price at required yield ( coupon rate/ maturity) 6% / 5 6% / 20 3%/5 3% / 20 0% / 5 0% / 20 year year year year year year 3.00 4.00 5.50 5.90 5.99 6.00 6.01 6.10 7.50 8.00 Assume face value is $100. a. Plot the table. b. What is the shape of the price-yield relationship? c. Describe the general relationship you observe between changes in bond prices and changes in yield to maturity.
- What the required return for the market? ? Solve question general Accountingn = 10 r0,0 = 5% u = 1.1 d = 0.9 q = 1 - q = ½ Compute the initial price of a zero-coupon bond (ZCB) that matures at time t=4 and that has face value 100. (Note the answer is not 82.27)n = 10 r0,0 = 5% u = 1.1 d = 0.9 q = 1 - q = ½ Compute the price of a zero-coupon bond (ZCB) that matures at time t=10 and that has face value 100.