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Student Instructions:1. Determine the aisle width for a forklift of 4′ width and 8’length.
2. Determine the number of Kanban need to maintain an adequate inventory for Number of Kanban = [ DD * LT * (1 + % SS) ]/Q DD =Daily Demand = 200 units LT = Lead Time %3D = 2 days %3D %3D SS = Safety Stock =10% Q = Quantity in a Container = 40 units 3. Determine the accumulation time for a machine that runs at 5 pc/min, has a 10′ conveyor and a product width of %3D %3D %3D 2″.
answer 1 and 2 for a thumbs up.

 
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Missouri was International Shoe Corporation?s principal place of business, but the company employed between 11 and 13 salespersons in the state of Washington who exhibited samples and solicited orders for shoes from prospective buyers in Washington. The state of Washington assessed the company for contributions to a state unemployment fund. The state served the assessment on one of International Shoe Corporation?s sales representatives in Washington and sent a copy by registered mail to the company?s Missouri headquarters. International Shoe?s representative challenged the assessment on numerous grounds, arguing that the state had not properly served the corporation. Is the corporation?s defense valid? Why or why not?

  • Identify the parties involved in the case dispute (who is the plaintiff and who is the defendant).
  • Identify the facts associated with the case and fact patterns.
  • Develop the appropriate legal issue(s) in question (i.e., the specific legal issue between the two parties).Provide a judgment on who should win the case – be clear.
  • Support your decision with an appropriate rule of law.

 
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1. The details of weekly output and input for a fabrication process are as follows: output is 400 units, with a standard selling price of $120 per unit. For the week, total labor costs are: 6 workers at 40 hours for the week, are paid $15 per hour. Total material costs for the 400 units are $5,200. Weekly overhead is charged at the rate of 2 times the labor costs. What is the multifactor productivity for the week?

2. A couple planning a vacation needs to choose between four different modes of transportation as shown in the table. Depending on the weather, either excellent or bad, they have estimated their daily comfort expenses. A pessimistic couple would opt for a(n) ________ based on the information presented in the table below.

Excellent Weather

Bad Weather

Plane

$70

$38

Boat

$22

$90

Automobile

$9

$52

Train

$44

$24

3. Zipco is in serious negotiations to purchase a chunking machine that will enable them to perform their own chunking at $15 per unit. Their marketing team feels that they can sustain an annual volume of 9,000 units. Chunks sell for $20.50 per chunk. What is the maximum fixed cost that Zipco should be willing to bear in order to perform their own chunking?

4. A couple planning a vacation needs to choose between four different modes of transportation as shown in the table. Depending on the weather, either excellent or bad, they have estimated their daily comfort expenses. An optimistic couple would opt for a(n) ________ based on the information presented in the table below.

Excellent Weather

Bad Weather

Plane

$70

$38

Boat

$22

$90

Automobile

$9

$52

Train

$44

$24

5. A small coffee shop is planning to add a banana nut muffin to its menu. Fixed annual costs are estimated at $6,100 and variable costs are estimated at $3.25 per muffin. The coffee shop wants to break even if 1,625 banana nut muffins are sold per year. What price should they set for the banana nut muffin? round the final answer to a whole number.

6. A poultry farmer is debating whether to acquire Rhode Island Reds or Buff Orpingtons to lay the eggs he wants to sell. The fixed costs for the Buffs would be $60,000 and the variable costs per egg would be $.50 per egg. The Reds would have a fixed cost of $75,000 and a variable cost of $.20 per egg. At what level of egg production would the poultry farmer be indifferent between Rhode Island Reds and Buff Orpingtons?

 
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The 10% rule:

(a) In the example discussing the 10% rule, we used two hypothetical waters with pollutant concentration distributions The 10% rule: (a) In the example discussing the 10% rule, we used two hypothetical waters with...-1 (indicating that the water is in compliance) and The 10% rule: (a) In the example discussing the 10% rule, we used two hypothetical waters with...-2 (indicating that the water is impaired), respectively. Use simulation to evaluate the performance of the 10% rule by estimating the probability of making mistakes when sample size is low (n=10) and large (n=100) and discuss the implications of the poor performance.

(b) Use the function viol.sim to calculate the error rates for the impaired water (with pollutant concentration distribution The 10% rule: (a) In the example discussing the 10% rule, we used two hypothetical waters with...-3 with sample sizes n = 6, 12, 24, 48, 60, 72, 84, 96 and present the result in a plot. Repeat the same for a water that is not impaired.

(c) Write a short essay on the 10% rule, discussing the consequences of the rule in terms of the probability of making two type of mistakes – declaring a water to be impaired while the water is in compliance and vice versa.

 
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