case1, Other Engineering

Assignment Help:
Flifla sells tomatoes every day in Suk al Marqazi, the downtown fruit and vegetable market. He finds that he can order tomatoes in crates of 25 kg and he is able to stock a maximum of four crates or 100 kg of tomatoes. His experience taught him that the daily demand ranges from 0 to100 kg of tomatoes. Flifla sells tomatoes at 1 dirham/kg. His cost is Dhs 0.70 per kg. Therefore, his profit is Dhs 0.30 per kg of tomatoes sold. For any unsold tomatoes, Flifla can sell them for Dhs 0.50 to a recycling firm that produces tomato paste. Flifla’s objective is to determine the quantity of tomatoes to buy each day to maximize his profits. Answer the following questions.
• Construct a conditional payoff table.
• What is the best decision according to the following criteria?
• Optimistic criterion
• Pessimistic criterion
• Equally likely
• Construct an opportunity loss table.
• What is the Minimax regret?
• Assume the following probability distribution:
Demand: 0 kg, 25 kg, 50 kg, 75 kg, 100 kg.
Probability: 0.05,0.10,0.30,0.35,0.20
What is the best decision according to the Expected Monetary Value?
• What is the best decision according to the Expected Opportunity Loss?
• What is the Expected Value of Perfect Information?

Related Discussions:- case1

Homework, name the functions of the CIPM

name the functions of the CIPM

NIRAN, Why spiral model is called meta model?

Why spiral model is called meta model?

Hospital inspections - fire protection engineering, Hospital Inspections - ...

Hospital Inspections - fire protection engineering: There are a number of sections in NFPA101 that deal with health care premises, some for existing buildings and some for new

Beam theory method , Here, it is assumed that the crack is effectively long...

Here, it is assumed that the crack is effectively longer than the value measured on the side of the specimen. If one assumes that it is longer by an amount Δ, then the new crack le

Methods of strengthen crystalline materials against plastic , Q. Describe t...

Q. Describe the four main methods of strengthen crystalline materials against plastic yield. Ans. (1) Work Hardening: Strain hardening or work hardening is a phenomenon which

Aeronautical, apply equations to solve problems for specified aerodynamic a...

apply equations to solve problems for specified aerodynamic applications. Need some inputs regarding this.

Effect of precipitate particles in strengthening, Q. Discuss the role of pr...

Q. Discuss the role of precipitate particles, strengthening crystalline materials against yield as low as well as high temperature of deformation. Ans. Effect of precipitate p

Write Your Message!

Captcha
Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd