The following data was given:
Expected nominal return (700 bps)
inflation (400 bps)
management fee (30 bps)
operating costs (20 bps
The question : what is the maximum spending rate?
The solution used the following formula: (lets not talk about adding vs multiplying issue),
Expected nominal return that preserves real value of portfolio = (1 + spending rate) × (1 + inflation) × (1 + management fee) – 1
Why not take into account the operating cost? So why not used this formula:
Expected nominal return that preserves real value of portfolio = (1 + spending rate) × (1 + inflation) × (1 + management fee) × (1 + operating cost)– 1
Op. Fee is part of spend. No need to double count it.
Thanks for the quick answer!
I guess it is a general concept, that I missed.
So it means op.fee should not take into account separately in the liquidity constraints either as it is already in the general spending
To extend the issue:
Example in older Kaplan mock exam, they calculate as follow:
Required nominal return = (1 + expected real rate) × (1 + inflation) ×(1 + operating cost)– 1.
min spending was 0% and management fee was not given. The vignette described the return has to cover the operating cost.
So I guess there could be a question, where the operating cost should be added, but probably then the min spending is zero. But if it is not zero, the operating cost is included in it.
However, I went through the CFAI books, but I could not find an exact answer