The formula for real interest rate is =[1+nominal interest rate/1+inflation rate] - 1
So, according to the question here, nominal interest rate is 12% and inflation rate is 3%.
Hence, [1+12/1+3]-1=[13/4]-1=9/4=2.25%
So, the real interest rate in this case is 2.25%.
The nominal interest rate is 12%. The inflation rate is 3%. The real interest rate is...
Suppose the real interest rate is 3% and expected inflation is 3%. What is the nominal interest rate?nominal interest rate: = _______ %All else equal, if inflation decreases by 0 %, what will happen to the nominal interest rate?The real interest rate will decrease by 0 %.The nominal interest rate will decrease by 0 %.The nominal interest rate will increase by 0 %.The real interest rate will increase by 0 %.What do economists call the relationship between the nominal interest...
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If the inflation rate 23% and real rate is 12%, what is the nominal interest rate? A. 37.76% B. 38.2% C. 25.0% D. 35.0%
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If the inflation rate is zero, then A.) both the nominal interest rate and the real interest rate can fall below zero. B.) the nominal interest rate can fall below zero, but the real interest rate cannot fall below zero. C.) the real interest rate can fall below zero, but the nominal interest rate cannot fall below zero. D.) neither the nominal interest rate nor the real interest rate can fall below zero.
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Given the nominal interest rate of 18% and the expected inflation of 15% then the value of the real interest rate %. With the real interest rate equal to 3% and the expected flat on equal to 4%, then the value of the nominal interest rate is A lender prefers a real interest rate while a borrower prefers a % real interest rate
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