π Student Q&A (Lecture 8)
Click here to learn about timestamps and my process for answering questions. Section agendas can be found here. Email office hour questions to rob.mgmte2000@gmail.com. PS1Q2=βQuestion 2 of Problem Set 1β
π Questions covered Saturday, Apr 4
Section titled βπ Questions covered , Apr 4βNo questions emailed.
π Questions covered Tuesday, Apr 7
Section titled βπ Questions covered , Apr 7βπ£ 7:43pm
β I have a question about rounding:
Rounding 0.099 to 0.10 is mathematically correct, which would give 10.00%. However, in a finance context, it also seems reasonable (although mathematically inaccurate) not to round 0.099 when working with percentages, which would give 9.90% Can I get clarification on which method is preferred for this course?
β
The course does not have a policy on rounding. In general, if thereβs something that you need to know, itβll be something that Bruce has explicitly covered in class. Everything that Iβm about to cover is completely optional.
With that said, letβs talk about what the correct number is and what people would want you to do in finance. In finance, the general standard is that youβre going to want the most accurate number possible. Now, there can be other issues. When youβre dealing with a client, they may want simplicity, but here, at least for the type of financial applications weβre thinking about, you will never be punished for accuracy here. In this case, the most accurate number is going to be 9.9%, because thatβs what you get when you write this number as a percent. It turns out weβve heard of rounding error. Rounding always makes numbers less accurate. Therefore, actually 9.9% in this class is viewed as more correct than 10%. In fact, I would say that thatβs true in general, not just in this class, but again, as I said before you are not responsible for doing it that way, but itβs just here as a reference.
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