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balu736 [363]
3 years ago
13

John receives a marginal benefit of $80 from one missile. Nick receives a marginal benefit of $50 from one missile. Christina re

ceives a marginal benefit of $65 from one missile. John, Nick, and Christina are the only people in the economy. What is the economy's marginal social benefit from one missile? $65 $195 $50 $80
Business
1 answer:
swat323 years ago
7 0

Answer:

Economy's marginal social benefit=$65

Explanation:

The economy's marginal social benefit can be calculated by getting the average of the individual marginal benefit.

This can be expressed as;

Economy's marginal social benefit=Sum of individual marginal benefit/Total number of individual's

where;

Sum of individual marginal benefit=John's marginal benefit+Nick's marginal benefit+Christina's marginal benefit=(80+50+65)=$195

Total number of individuals=3

replacing;

Economy's marginal social benefit=195/3=65

Economy's marginal social benefit=$65

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On december 31, planet company acquired 80% of the voting common stock of star company by issuing 100,000 shares of its own comm
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Ralph is contemplating whether to purchase the new technologically advanced Toaster-matic 2000. The Toaster-matic 2000 has the a
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Answer:

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3 0
3 years ago
A simple, direct space heating system is currently being used in a professional medical office complex. An upgraded "variable ai
Ivan

Answer:

Since the present worth (PW) is $56,459.65 and positive, the new system should be purchased.

Explanation:

C = Cost of the upgraded "variable air-volume system" retrofit = $200,000

S = Residual value of the system = $20,000

n = Estimated life of the upgraded "variable air-volume system" retrofit = 8

r = cost of capital per year = 12%, or 0.12

P = Amount of power savings per year = Number of kilo-Watt hours per year * Cost of electricity per kilo-Watt hour = 500,000 * $0.10 = $50,000

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PV of P = P * ((1- (1/(1 + r))^n) / r) = $50,000 * ((1- (1/(1 + 0.12))^8) / 0.12) = $248,381.99

The PV of the residual value (PV of S) can be calculated as follows:

PV of S = S / (1 + r)^n = $20,000 / (1 + 0.12)^8 = $8,077.66

The present worth (PW) can now be calculated as follows:

PW = PV of P + PV of S - C = $248,381.99 + $8,077.66 - $200,000 = $56,459.65

Since the present worth (PW) is $56,459.65 and positive, the new system should be purchased.

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3 years ago
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