Answer:
Step-by-step explanation:
we will divide the consumer price index (CPI) to get the inflation rate
250/240 -1 = 0.041666666666 = 1/24 = 4.17% inflation rate
Then we use the fisher equation to solve for the real rate.
Some economist and accountant calculate the real interest rate by subtracting inflation by nominal:
nominal - inflation
5% - 4.17% = 0.83% or
0.05 - 0.041666 = 0.008333 = 0.83%
However the correct way is using the fisher equation
![(1+nominal)/(1+inflation) -1 = $real rate[\tex]</p><p>solving using Fisher equation:</p><p>[tex](1+nominal)/(1+inflation) -1 = \\\\(1+0.05)/(1 + 1/24) -1 = 0.008 = 0.8%]()