A CV will have the person personal details, a recent picture and information of the qualification the person have. Also skills and any work experience that the person. CV is important because this document is what potential employer will read and decide if the job is suitable for the person. Covering Letter- When applying for the job, Tesco will want to know what job you are applying for. Covering Letter is an introduction letter that will attach to a CV.
Further I would like to know the co-operative advertising that she intends doing. The display design and the manner in which the product will be shown to customers; I would like to know if the display will match with the advertising layout and them. The next question that I would like to know is the amount of discount the on-package coupon will provide the customer. The next point is that we want to see the trial size that will be used for
Disadvantage: * Technical evaluation after price negotiation causes an unfair price competition during auction between high quality suppliers and low quality suppliers. Suppliers with low quality may have lower cost structure comparing to high quality suppliers. Without setting the quality standard before the auction, it is likely that the auction winner may not be able to meet Casturn’s technical evaluation. * The cross-function time at step 5 have veto power. Even though this practice reduces the chance of making a bad re-sourcing decision, it wastes lots of time and energy from CMC and engineer team, and may discourage nominated supplier.
The Lemma Company manufactures and sells 10 products. Ways have been found to cut both the setup and inventory holding costs in half. What effect will this have on the economic order quantities of the 10 products?. b. They will not change.
Monopoly output: MR=400-4q MC=40 MR=MC 400 – 4q = 40 then q=90 unit The reason that producing on half the monopoly output (90*1.5 = 135) a Nash equilibrium outcome is that it will exceed the market demand of Nash equilibrium ($160). 4. Problem #8, p. 221-222 in text. (HINT: First calculate the profits of a market with two firms, and then continue this process for 3, 4, and 5 firms.) a.
If they want to cut this by a factor of three to get it down to $4000, they need to multiply the sample size by 3^2=9, and get a sample size of 25×9= 225. Here is how we can calculate it more directly. We want ME = 4000, and we know ME = 2×SE. Therefore, SE = ME/2 =2000, and also, SE = SD/Square root of sample size. So, 2000 = 30000/Square root of sample size.
What is correct here? 26 Which of the following is never negative? 27 If the marginal product of labor is 100 and the price of labor is 10, while the marginal product of capital is 200 and the price of capital is $30, then what should the firm? 28 In a production process, an excessive amount of the variable input relative to the fixed input is being used to produce the desired output. This statement is true for: 29 What method of inventory valuation should be used for economic decision-making problems?
What is correct here? 26 Which of the following is never negative? 27 If the marginal product of labor is 100 and the price of labor is 10, while the marginal product of capital is 200 and the price of capital is $30, then what should the firm? 28 In a production process, an excessive amount of the variable input relative to the fixed input is being used to produce the desired output. This statement is true for: 29 What method of inventory valuation should be used for economic decision-making problems?
Question 1 In summary: Product Line 1 (time in minutes) Line 2 (time in minutes) Profit ( $ ) X1 SUPER 3 4 42 X2 EXCELLENT 6 2 87 Let X1 = Number of SUPER model produced during 8 hour shift. X2 = Number of EXCELLENT model produced during 8 hour shift. Max 42X1 + 87X2 ST X1 + X2 ≤ 480 3X1 + 6X2 ≤ 480 4X1 + 2X2 ≤ 480 X1, X2 ≥ 0 It is recommended to produce 80 units of EXCELLENT and none SUPER in order to get the maximum profit (See attached print-out, table № 1). If the company wants to produce SUPER, the maximum profit will reduce by $1.5 per each unit, with $6960 - $1.5 = $6958.5 (See attached print-out, table № 2). As the company has extra 320 minutes
e. The company should buy the steel at this price. The shadow price for stainless steel is $0.8 per ounce and the maximum allowable increase is 555.6 ounces. Because 500 is in this range, the $0.8 is valid. Thus, the value of 500 additional ounces is = 500 ($0.8) = $400. However, the local distributor has offered to sell Parket Sisters an additional 500 ounces of stainless steel for $0.60 per ounce more than it ordinarily pays, so the value of 500 additional ounces is =500(0.8)- 500 ($0.6) = $100>0. f. An increase of 500 in the RHS value of the third constraint is within the allowable range of increase for the shadow price of this constraint.