If, in today's respective markets for one-month, three-month and six-month mortgage coupon payments, trading determines a market price of ninety and one-half (99.5$) dollars per one hundred dollars of coupon payment receivable in one month, ninety-eight and one-fourth (98.25$) dollars today per one hundred dollars(100.00$) of coupon payment receivable in three months, and ninety-seven and one-fourth (97.25$) dollars per hundred dollars ($100.00) of coupon payment receivable in six months.

A) calculate respective net and gross values of the current market rates of interest and discount on these one-, three-, and six-month coupon payments

B) state definitions of the respective market values of the interest rate and the discount rate, in the case of the six-month coupon.

C) for the same six-month coupon, which respective cash flow is being valued and which is being used to measure this value (ie. the unit of measure) in the calculation of its market interest rate

d) do the same as in part c for this problem for the market discount rate determined by this same six-month coupon