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CSI IFC Exam - Topic 4 Question 2 Discussion

Actual exam question for CSI's IFC exam
Question #: 2
Topic #: 4
[All IFC Questions]

For the last year, an investor earned a return before adjustment for inflation of 2% on a money market fund, while inflation averaged 1.5%. What was his nominal rate of return?

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Suggested Answer: D

The nominal rate of return is the return before adjustment for inflation, which is given as 2%. The real rate of return would be adjusted for inflation (2% - 1.5% = 0.5%), but the question asks for the nominal rate. The feedback from the document states:

'It is important to consider the effects of inflation on investments because we can isolate the difference between nominal and real returns. Investors are more concerned with the real rate of return -- the return adjusted for the effects of inflation. A nominal return is a return that has not been adjusted for the impact of inflation. The approximate real rate of return is calculated as: Real Return = Nominal Rate - Annual Inflation Rate.'


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Dahlia
5 days ago
I'm not entirely sure, but I remember something about nominal rates being different from real rates. Is it possible that the answer is 0.50%?
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Oneida
10 days ago
I think the nominal rate of return is just the return before inflation, so it should be 2.00%.
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Ora
15 days ago
I'm pretty confident the answer is D) 2.00%. The question states the investor earned a 2% return before adjusting for inflation, so that's the nominal rate of return.
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Elli
20 days ago
I'm a bit confused. Isn't the nominal rate of return the sum of the real rate of return and the inflation rate? If so, then the answer should be B) 1.50%.
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Macy
26 days ago
Okay, I think I got it. The nominal rate of return is the return before adjusting for inflation, which is 2%. So the answer must be D) 2.00%.
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Willodean
1 month ago
Wait, I'm not sure if that's the right approach. Isn't the nominal rate of return the actual rate of return before adjusting for inflation?
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Cory
1 month ago
Hmm, this seems straightforward. I just need to add the return and inflation rate together to get the nominal rate of return.
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