1) Calculation of Dirty Price :
Price Quote for bond= $ 98.15
* It is assumed that this price is quoted for bond only and interest not included in it
Interest for 63 days = $ 100* .08*63/365 =$ 1.381
Dirty Price = 98.15 + 1.381 = $ 99.531
2)
Yield to maturity( YTM)
Price Quoted = $ 98.15
Interest Price = $ 1.381
Amount paid = 99.531
Value of amount paid 63 days back i. e. 01/05/2015 = 99.531* ( 1/1+.08/365*63) = $ 98.176
YTM: - (Interest/2+ ( Redemption value - Paid )/n*2)/Paid = (8/2+(100-98.176)/10*2)/98.176 = (4+.09)/98.176 = 4.166 %
YTM(per annum) = 4.166 *2 = 8.332 %
A. On July 1, 2015 you purchase a $1,000 par T-Note that matures in 10 years....
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5) On October 1, 2019, you purchase a $13,000 T-note that matures on November 15, 2031 (settlement occurs two days after purchase, so you receive actual ownership of the bond on October 3, 2019). The coupon rate on the T-note is 5.875 percent and the current price quoted on the bond is 105.625 percent. The last coupon payment occurred 141 days before settlement, and the next coupon payment will be paid 43 days after settlement. What is the dirty price?
on October 5, 2019 you purchase a $13,000 T note that matures
on August 15, 2031
-(settlement occurs two days after purchase so you'll receive
actual ownership of the bonds on October 7, 2019.
-The coupon rate on the T-note is 4.393% and the current price
quoted on the bond is 105.8125%
-the last coupon payment occurred on May 15, 2019 (145 days
before settlement) and the next coupon payment will be paid on
November2019 (39 days from settlement)
a....
on October 5, 2019 you purchase a $13,000 T note that matures
on August 15, 2031
-(settlement occurs two days after purchase so you'll receive
actual ownership of the bonds on October 7, 2019.
-The coupon rate on the T-note is 4.393% and the current price
quoted on the bond is 105.8125%
-the last coupon payment occurred on May 15, 2019 (145 days
before settlement) and the next coupon payment will be paid on
November2019 (39 days from settlement)
On...
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