Bond Par Value = $ 10000, Coupon = 8 % per annum payable annually, Required Yield = 9 % per annum Bond Tenure = 10 years
Annual Coupon = 0.08 x 10000 = $ 800
Therefore, Issue Price = 800 x (1/0.09) x [1-{1/(1.09)^(10)}] x [10000 / (1.09)^(10)] = $ 9358,234
A mortgage-backed security uses cash flows servicing the mortgage as returns for investors investing in MBBs. These instruments would be efficient for diversification into the real estate sector in conditions of low mortgage rates (and hence overall interest rates) as that would imply easier servicing of the mortgages which in turn would ensure a steady cash flow to the holders of the these MBBs. It would be efficient in the sense that MBB holders would benefit from the steady stream of mortgage servicing cash flows without being directly exposed to lendings in the real estate market.
(a) Assume that a $200m Mortgage Backed Bond (MBB) is issued against a $300m pool, in...
$200 mils of MBBs will be issued against a $300 mils pool of mortgages, in denominations of $10,000 per share for a period of 10 years. The bonds will carry a coupon @8%, payable annually. The bonds are rated of Aaa or AAA. The market rate of return demanded by investors (who purchase MBBs from underwriters) is 10% per annual. Which of the following statement is TRUE? The market price of the MBB on the date of issuance is $9,358...