Real rate of interest: Real rate of interest is the rate of interest adjusted by the inflation.
We know that the purchasing power of money decreases with the increase in inflation. For example suppose today the price of 1 kg mango is $1 but after one year the inflation shall increase by 10% means the price of 1kg mango will become $1.1.
So if we are going to receive interest of 20% one year from now at $10 invested today the real value of interest receivable shall not be $2 while it shall be only $.9091. (after 1year sell investment for $10 and get interest of $2 total $12 and buy mangoes with $12 i.e.12/1.1=10.9091kg mangoes means only .9091kg more that that could have been purchased one year ago in percentage terms .9091/10*100=9.091%) Hence real rate of interest shall be 9.091%. We can calculate
Hence real value of interest is find by interest/(1+inflation) e.g. 1.1/1+.1=1.
Hence formula of real rate of interest shall be= (1+interest rate) / (1+inflation rate) - 1
In our example =1.2/1.1-1=.09091 or
9.09091%
How real rate of return differ from nominal
rate?
Real rate of interest is the interest rate adjusted for inflation while the nominal rate of interest is the rate not adjusted for inflation.
Calculating real rate of interest : If a clint has invested $100000 in a bank @.5% per annum and suppose inflatin rate is .2%.
Invest today $100000
earn interest after one year 500
sold investment $100000
Total received =100500
Purchasing power of $100500=100500/1.002
=100299.4
Real return from investment=299.4(i.e.100299.4-100000)
Percentage of return=299.4/100000*100
=.2994%
We can calculate real rate of interest with the help of above mentioned formula:
Real rate of interest=1+.005/1+.002 - 1
=.002994 or.2994%
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