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An investor buys a discount bond that pays him $70,000 after 6 years. The nominal interest rate for the first year is 5.5% and it decreases by 90 basis points ( 100 basis points =1%) up to the third year and then increases by 75 basis points thereafter, due to changes in government policy. If the investor sells his policy in four years to a businessman, what will be the yield to maturity and price for the businessman, assuming that the expectations hypothesis holds? The price of the bond at the fourth year = Yield to maturity for the businessman during the purchase = (Round your answer to two decimal places.) Suppose that, for the same bond the yield to maturity at the third year is 7.07% and there is a constant risk premium (x) applicable for holdina the bond. What will be the value of x ? An investor buys a discount bond that pays him $70,000 after 6 years. The nominal interest rate for the first year is 5.5% and it decreases by 90 basis points ( 100 basis points =1%) up to the third year and then increases by 75 basis points thereafter, due to changes in government policy. If the investor sells his policy in four years to a businessman, what will be the yield to maturity and price for the businessman, assuming that the expectations hypothesis holds? The price of the bond at the fourth year = Yield to maturity for the businessman during the purchase = (Round your answer to two decimal places.) Suppose that, for the same bond the yield to maturity at the third year is 7.07% and there is a constant risk premium (x) applicable for holdina the bond. What will be the value of x