pls solve

Assume that the real, risk-free rate of interest is expected to be constant. over time at 3.0 percent, and that the annual yield on 4 -year Treasury securities is 7.15 percent, while the annual yield on 6-year Treasury securities is 7.75 percent: you may assume that the default risk and liquidity premium on Treasury securities is zero. Also assume that the maturity risk premium for all securities can be estimated as MRP = (0.15%)(t1), where t is the number of periods until maturity. Given this information, and assuming that the expected rate of inflation for Year 1 is 3.0 percent, for Year 2 is 3.5%, for Year 3 is 4.0 percent (you should now be able to determine what the expected rate is for Year 4), and that the expected rate of inflation for Year 6 is 4.50 percent, determine what the narket must anticipate the rate of inflation will be in Year 5. 4.30% 4.70% 3.0 percent, for Year 2 is 3.5%, for Year 3 is 4.0 percent (you should now be able to determine what the expected rate is for Year 4), and that the expected rate of inflation for Year 6 is 4.50 percent, determine what the market must anticipate the rate of inflation will be in Year 5. 4.30% 4.70% 3.90% 4.50% 4.10%