Given in the question:
yield on 3-year treasury security , r = 4.10%
This is the quoted/nominal interest rate
real risk-free rate (r*) = 0.75%
expected inflation for 3 years = 2.25% per year
Now, we know that
Quoted interest rate = Real risk-free rate(r*) + inflation premium (IP) + Maturity risk premium (MRP)
Inflation premium is the average expected premium over the life of the treasury security
since annual expected inflation over the 3 years remains 2.25% per year, the average expected premium over 3 years will also be 2.25% ( ( 2.25% + 2.25% + 2.25%)/3 =2.25%)
Thus inflation premium = 2.25%
Now putting the known values in the above equation
4.10 = 0.75 + 2.25 + MRP
MRP = 4.1-0.75-2.25 = 1.1%
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