Answer :
If the money is invested at a interest rate of 11.41%, 33228.83 can be taken out each year to pay a B.S. professor.
A security having ongoing cash flow payments is referred to as perpetual in the financial industry. It basically functions as a perpetual annuity. The present value of a perpetuity may be calculated by simply dividing the total amount of the regular cash flows by the discount rate.
An illustration of a perpetual annuity's present value is the scenario described above.
In this instance, the annuity's present value is 318589.
The interest rate is 10.43%.
Calculating the annuity amount is necessary.
PV of perpetual annuity = Annuity ÷ Rate
318589 = Annuity ÷ 10.43%
Annuity = 318589 × 10.43%
= 33228.83
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