Entries by Student

write my assignment 7369

In the 1960s, the Mathematician, Logician, and Puzzle Wizard (also happens to be a remarkable Gandalf looka-like) Raymond Smullyan began posting many (logic) puzzles and the general population fell in love with them. Many of these puzzles reference an island that has two kinds of inhabitants, knights, who always tell the truth, and their opposites, knaves, who always lie. (For people interested in politics replace these with your particular party affiliation.)

Problem 1. Suppose you find yourself on an island that has two kinds of inhabitants, knights, who always tell the truth, and their opposites, knaves, who always lie. You encounter two people A and B.

(1) What are A and B if A says “B is a knight” and B says “The two of us are opposite types?”

(2) What are A and B if A says “The two of us are both knights” and B says “A is a knave.”

 

"Not answered?"


Get the Answer

write my assignment 7591

Create two more Store objects and initialize their inventory. Do this before you start the loop to purchase something at Store1. This will test if you are correctly keeping track of inventory across multiple locations. When they choose to exit the loop to buy items, print the amount of inventory at each store and the total overall for each item. The output should look something like:

Item 1Store 1: 5Store 2: 10Store 3: 15Total: 30

Item 2Store 1: 8Store 2: 7Store 3: 20Total: 35

NOTES: When you call nextInt(), it leaves a carriage return in the buffer. If you have a nextLine() call that follows it, it will read the carriage return as its input. To remedy this, before calling a nextLine() (but after you have called a nextInt()), clear the buffer with an extra call to nextLine().

**Program needs to be done in Java and for a more beginner type of programmer

 

"Not answered?"


Get the Answer

write my assignment 13471

(Short-run Cost Minimization) Rosenberg produces boardgames using Labour(L) and Machines(K) as inputs. His board game production function is given as follows: Q = f(K; L) = 15K^3/4 + L^1/2 At the end of last year Rosenberg and only machine for $2, 000. After using this bough this first machine for 5 years it will lose all its value. Rosenberg calculates depreciation linearly (depreciation will be 20% a year in this case). There is no other use for this machine and it will have no value after the five years are up. Rosenberg is not able to buy any more machines at this moment.

(a) What type of returns to scale (increasing/constant/decreasing) does Rosenberg’s production function exhibit? (5 marks)

(b) If Rosenberg’s production function exhibits increasing returns to scale how could it be transformed to decreasing returns to scale? If it exhibits constant returns to scale how could it be transformed to increasing returns to scale? If it exhibits decreasing returns to scale how can it be transformed to constant returns to scale? (5 marks)

(c) What is Rosenberg’s annual fixed cost of production? Is the fixed cost sunk or not? Explain your answer. (5 marks)

(d) Rosenberg pays a wage equal to 3. What is Rosenberg’s annual total cost function? (5marks)

 

"Not answered?"


Get the Answer

write my assignment 13163

A Corporation has 2 divisions: Division 1 and Division 2. Division 1 makes product A, product B and product C. Those products are sold to both to outside customers and to Division 2. Division 2 uses products A,B, and C in manufacturing products D, E and F respectively. Recently products a A,B, and C have been in short supply. As a result, Division 2 has been operating below capacity because of the lack of these products. Finally, Division 1 was told to sell all its products to Division 2. Here the facts about this products:Division 1:Product C$15$5$10$75,000Division 1 has a capacity of 50,000 units per month. The processing constraints are such that capacity production can be obtained only by producing at least 10,000 units of each products. The remaining capacity can be used to produce 20,000 units of any combination of the three products. The Division 1 cannot exceed the capacity of 50,000 units.Division 2 has sufficient capacity to produce about 40% more than it is now producing because the availability of products A,B, and C is limiting production. Also, Division 2 can sell all the products that it can produce at the prices indicated above.Division 2Product F$30158237$200,000Question:What production pattern optimizes total company profits?

 

"Not answered?"


Get the Answer