Suppose that the City of Nairobi is planning a bid to host the 2032 Olympics and has estimated the following benefits: The estimated benefits at the end of year 1 (B₁) are $300 million, at the end of year 2 (B₂) are $200 million, and at the end of year 3 (B3) 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 = B1 B₂ (1+r) (1+r)² + $555,421,869 $574,812,436 $562,272,417 $534,998,971 + B3 (1+r)³

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Suppose that the City of Nairobi is planning a bid to host the 2032 Olympics and has
estimated the following benefits:
The estimated benefits at the end of year 1 (B₁) are $300 million, at the end of year 2
(B₂) are $200 million, and at the end of year 3 (B3) 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 =
B₁ B₂ B3
(1+r) (1+r)² (1+r)³
+
$555,421,869
$574,812,436
$562,272,417
$534,998,971
+
Transcribed Image Text:Suppose that the City of Nairobi is planning a bid to host the 2032 Olympics and has estimated the following benefits: The estimated benefits at the end of year 1 (B₁) are $300 million, at the end of year 2 (B₂) are $200 million, and at the end of year 3 (B3) 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 = B₁ B₂ B3 (1+r) (1+r)² (1+r)³ + $555,421,869 $574,812,436 $562,272,417 $534,998,971 +
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