From practice question below:

B yoga studio if the only cafe in the campus. Being a monopoly, the owner wants to serve only students or professors

  • B yoga studio correctly knows that there are 1,000 students and 1,000 professors who might come if the price is right
  • Each student has the demand of Qs=5P-30
  • Each professor has the demand of Qp = 10P-60

where Qs and Qp are the number of visits to the gym per semester. P denotes the highest fee a customer is willing to pay per visit.

B yoga studio has enough capacity to serve all customers. The fix costs are sunk. Marginal cost per visit is constant $2 and B cafe is a profit maximizer

B yoga has been separately charging students and professors until recently. However, recently, professors were caught using fake student ID to save money. o B Yoga decided to charge the same membership fee of $50 and per visit fee of $2 regardless of their types

Can you please share how to calculate profits B Yoga earn per semester? How to draw numerical and graphical illustration

 
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From physics, we know that the kinetic energy of an object with mass m and velocity v is given by . Let’s say that the object has mass m = 500 kg and velocity v = 400 m/s and m decreases 1 kg per second and v decreases 2 m/s per second.

From this, let’s find out what the time rate of change of E is.

 
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from past experience, a wheat farmer living in Manitoba, Canada finds that his annual profit (in Canadian dollars) is $80,000 if the summer weather is typical, $50,000 if the weather is unusually dry, and $20,000 if there is a severe storm that destroys much of his crop.Weather bureau records indicate that the probability is 0.70 of typical weather, 0.20 of unusually dry weather, and 0.10 of a severe storm. In the next year, let X be the farmer’s profitA) What is the probability that the farmer’s profit is $50,000 or more?B) What is the probability that he profit is $50,000 or less?C) Find the mean of the probability distribution of X. InterpretSuppose the farmer buys insurance for $3000 that pays him $20,000 in the event of a severe storm that destroys much of the crop, and pays nothing otherwise. Find the probability distribution of his profit . Find the mean, and summarize the effect of buying this insurance.Hint: If the farmer purchases insurance and there is a severe storm that destroys most of his crop, then the farmer will get $25,000 insurance money, in addition to the $20,000 that he would make if a severe storm destroyed most of his crop.Hint: If the farmer purchases insurance, the cost of the insurance has to be considered in determining his profit, regardless of what the weather is like that year.

 
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from my lab- “What would be the final equilibrium temperature if 80g of aluminum at 5 degree celsius having a specific heat of 0.90 J/g˚C is placed in 100g of water having a temperature of 60˚C? show work.”

 
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From Minicase: The BlueGreen Alliance: A New Way of Thinking for Sustainability. The right trade policies, in a union view, may mean protectionist measures to build jobs.  Do you think such a policy could fit into a sustainable approach?

 
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From Microsoft Visual C# 2008: An Introduction to Object-Oriented Programming 3rd Edition Utilizing Microsoft Visual C#, please answer the below questions.

Create a class named Game that contains a string with the name of the Game and an integer that holds the maximum number of players. Include properties with get and set accessors for each field. Also, include a ToString() Game method that overrides the Object class’s ToString() method and returns a string that contains the name of the class (using GetType()), the name of the Game, and the number of players. Create a child class named GameWithTimeLimit that includes an integer time limit in minutes and a property that contains get and set accessors for the field. Write a program that instantiates an object of each class and demonstrates all the methods. Save the file as GameDemo.cs.

 
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Plz download the question from the attachments. Please read the Q3 introduction because it shows how  to build a VBA formula for the Q3. 

The Q4 is based on Q3.

Plz upload your excel files and give me a screen shot of your VBA code

  • Attachment 1
  • Attachment 2
  • Attachment 3
 
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From the data in Problem 20-3, if the price of a cheeseburger is $2, the price of a bag of French fries is $1, and you have $6 to spend (and you spend all of it), what is the utility-maximzing combination of cheeseburgers and French fries?

 
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From the data below, calculate the total heat (in J) needed to

convert 22.00 g of ice at 26.008C to liquid water at 0.5008C:

mp at 1 atm: 0.08C DH 8fus: 6.02 kJ/mol

cliquid: 4.21 J/g?8C csolid: 2.09 J/g?8C

 
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