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alexdok [17]
4 years ago
11

Hokey​ Min's Kleen Karpet cleaned 85 rugs in​ October, consuming the following​ resources:Labor: 525 hours at $17 per hourSolven

t: 120 gallons at $8 per hourMachine Rental: 20 days at $50 per hour​(a) Labor productivity per dollar​ = ____ ​rugs/dollar ​(round your response to four decimal​ places).(b) Multifactor productivity​ =_____rugs/dollar ​(round your response to four decimal​ places).
Business
1 answer:
Viefleur [7K]4 years ago
4 0

Answer:

(a) The Labor productivity per dollar​ = 0.0095 ​rugs/dollar.

(b) The Multifactor productivity​ = 0.0078 rugs/dollar.

Explanation:

Given information:

Number of rugs = 85

Labors: 525 hours at $17 per hour.

Total cost of labors = 525 × 17 = $8925

Solvent: 120 gallons at $8 per hour.

Total cost of solvent = 120 × 8 = $960

Machine Rental: 20 days at $50 per hour​.

Total rent = 20 × 50 = $1000

Total cost = Total cost of labors + Total cost of solvent + Total rent

Total cost = $8925 +$960 +$1000 =$10885

(a)

We need to find Labor productivity per dollar​.

\text{Labor productivity}=\frac{outpu t}{\text{Labor cost}}

\text{Labor productivity}=\frac{85}{8925}

\text{Labor productivity}=0.0095238

\text{Labor productivity}\approx 0.0095

Therefore the Labor productivity per dollar​ = 0.0095 ​rugs/dollar.

(b)

We need to find the Multifactor productivity.

\text{Multifactor productivity}=\frac{Outp ut}{\text{Total cost}}

\text{Multifactor productivity}=\frac{85}{10885}

\text{Multifactor productivity}=0.0078089

\text{Multifactor productivity}\approx 0.0078

Therefore the Multifactor productivity​ = 0.0078 rugs/dollar.

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Answer:

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In the case of a homogeneous-good Cournot model we have that firm i will solve the following profit maximizing problem

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