$ FV of Premium calc (use today LIBOR + spread and days UNTIL loan / 360)
$ Interest Cost calc (use new LIBOR + spread and days IN loan / 360)
$ Call/Put Payoff (use new LIBOR (no spread) and days IN loan / 360)
Net $ Interest Cost = 3 - 4 *(+ for puts)
EAR = [(1 + 5) / (1 - 2)]^365/days - 1 *(1 + 2 in denominator for puts)
The LIBOR rates to use follows logic, and I’m sure you can calculate the option payoff in your sleep. Most likely we get a call option, but if it’s a put just remember add instead of subtract. I found numbering the steps and doing the math by the step numbers to be easier to remember.
I have come across this 10-15 times during mocks/topic tests. While I know the broad algorithm I seem to get the wrong final answer every single time.
It will come down to how much time is left at the end of the exam. If time is plenty will tweak here and there until I get correct answer otherwise the marginal marks scored per minute spent on this question must be the lowest in the whole curriculum.
That’s cool. Get your points where it works best for you. To me though, it just seems like something the CFAI would love to test, and is fairly straightforward if you follow the steps and practice it a few times. Of course, because I’m saying this it won’t show up anywhere on the exam, and I’ll be driving home thinking … krok 1 , jay 0
did you remember to review all the plan types for IPS?
every other year it’s been Pension or Foundation. Ever 4 years they’ve added a second bonus insurance IPS. But banks have never been tested before… I bet a bank IPS will show up
last year i was sure this question would come up and made sure to OWN it… and it did for the first time in AM…I got it right but still failed (band 9)… so theres that
its a good question to move the exam curve as most candidates will get it wrong.
more interesting is the caplets/ floorets (sp) calculations that comes up in a BB but I have yet to see on any practice question
I was doing this question in 2012 mock. I knew the calculations very well but still it ate lot of time. I would just skip this question to save time and deal with it in the end.
When you take out a loan, and buy a call to protect against floating rates moving higher, your effective loan proceeds are reduced by the FV of the call premium. So you subtract it from the loan proceeds in the denominator.
When you make a loan, and buy a put to protect against floating rates moving lower, the effective amount loaned increases by the FV of the put premium. So you add it to the amount lent in the denominator.