CFA CFA Level 1 Frustration with getting simple question wrong (perpetuity)

Frustration with getting simple question wrong (perpetuity)

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    • Avatar of wannabe1988wannabe1988
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        • CFA Level 1
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        Hello everyone, just a bit frustrated that I cannot understand why the N=3 instead of N=4. Can someone hep me with this? many thanks!

      • Avatar of YeshankYeshank
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          • CFA Level 1
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          I do understand the solution and i solved it in the same way as given in the answer

          but isnt the question a bit ambigious about if the payments are made at the end of the year or at the beggining of the year?
           if payments begin at t=4 it could be the end of the year payment and we recieve the cash at 31st dec of 4rth year so techincally 4 periods have elapsed??

        • Avatar of wannabe1988wannabe1988
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            • CFA Level 1
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            Thank you everyone! I was thinking the same thing as Yeshank in that when they say t=4, i usually assume it to be ordinary annuity unless it is stated as annuity due. Hence t=4. I thought when a question does not state the type of annuity, we usually assume ordinary annuity? 

            thank you again every for your feedback! 

          • Avatar of draftzerodraftzero
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              • CFA Level 1
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              $250 starting on year 4. When you calculate PV of that payment stream it will be for year 3.

            • Avatar of rsparksrsparks
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                • CFA Level 2
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                if you do n=999 i= 6% (annual) p= $250, then compute the PV you will get $4,166.67. However, you need the PV today and not at T= 4 (this is beginning of year 4 or end of year 3). So, change N = 3, FV to $4,166.67, p = 0 and compute PV to get $3,498.42. You’ll soon realize that the CFA will make you take the PV of all future after tax payments; just always have PV of anything on your mind. 🙂

              • Avatar of AdaptPrepAdaptPrep
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                  The question wording is a little clunky. Don’t expect them to say t=4 on the actual exam.

                  For a standard perpetuity calculation, you are at t = 0 now. The first payment comes in a year later (t = 1). If we push back the payment 3 years (to t = 4), we’ll need to discount 3 years as well.

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