Answer:
$1,818,181.81
Explanation:
Data provided:
Amount that will be provided a year = $50,000
Expected rate of return = 2.75%
Now,
The Present value of perpetuity is given as:
Present value of perpetuity = 
on substituting the respective values, we get
Present value of perpetuity = 
or
Present value of perpetuity = $1,818,181.81
Hence,
The amount that must be deposited today to fund this gift is $1,818,181.81
Wages would fall as the number of workers available grows. Landowners in Louisiana will earn more rent as the demand for land increases.
<h3>What is the
law of demand and supply?</h3>
The law of supply and demand is still in effect:
Wages: when the amount supplied increases, but the quantity required does not, the price falls.
When the quantity required increases without the quantity supplied increasing, the price rises.
Thus, Wages would fall as the number of workers available grows.
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The price of the bond is $100.
The bond's price is the present value of the face value plus the present value of the interest accrued throughout the bond's term.
The coupon interest rate is 5% of 100, that is $5 per year. The yield to maturity is also 5%. Because the coupon rate is equal to the yield, the bond's present value will only be its face value.
Present value = 5(P/A, 5%, 2) + 100(P/F, 5%, 2)
= 5×1.85941+ 100×0.90703
= 100
Therefore, the price of the bond is $100.
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Answer:
$290,000
Explanation:
We start with the cost of building a replica of the house:
building a new house: $350,000
plus highest and best use $25,000
minus perceived value loss ($20,000)
minus physical deterioration ($50,000)
<u>minus building obsolescence ($15,000) </u>
appraised value $290,000
Answer:
C. The RR must explain the contingent deferred sales load to the prospect
Explanation:
