If the actual benefits turned out to be $590 million in year 1 (8,) and then no further benefits. The actual interest rate turns out to be 5.5% (r-0.05s) then the bid made in the previous yuestion results in a loss of $15,570,730 a loss of $3,030,711 Oa profit of $3,819,837 a profit of $24,252,735

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Chapter19: Capital Investment
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the first question is only there for reference.
please do not answer it.
Suppose that the City of Nairobi is planning a bid to host the 2032 Olympics and has
estimated the following benefits:
The estimate. enefits at the end of year 1 (a,) are $300 million, at the end of year 2
(B,) are $200 million, and at the end of year 3 (a,) only $100 million (after the third
year there are no further benefits). If the estimated interest rate is 4% (r - 0.04) then
using the estimated value of benefits equation below, calculate the maximum value
(and therefore, the maximum amount that Nairobi should bid) for the 2032 Olympics.
V-
$555,421,869
If the actual benefits turned out to be $590 million in year 1 (8,) and then no further
benefits. The actual interest rate turns out to be 5.5% (r- 0.055) then the bid made in
the previous question results in
)a loss of $15,570,730
a loss of $3,030,711
Oa profit of $3,819,837
Oa profit of $24,252,735
Transcribed Image Text:the first question is only there for reference. please do not answer it. Suppose that the City of Nairobi is planning a bid to host the 2032 Olympics and has estimated the following benefits: The estimate. enefits at the end of year 1 (a,) are $300 million, at the end of year 2 (B,) are $200 million, and at the end of year 3 (a,) only $100 million (after the third year there are no further benefits). If the estimated interest rate is 4% (r - 0.04) then using the estimated value of benefits equation below, calculate the maximum value (and therefore, the maximum amount that Nairobi should bid) for the 2032 Olympics. V- $555,421,869 If the actual benefits turned out to be $590 million in year 1 (8,) and then no further benefits. The actual interest rate turns out to be 5.5% (r- 0.055) then the bid made in the previous question results in )a loss of $15,570,730 a loss of $3,030,711 Oa profit of $3,819,837 Oa profit of $24,252,735
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