Question 5. Does the sequence √2, √2√2, √2√2√2.... converge? If so, find the limit. The above sequence is defined recursively as follows: x1 = √2 and In+1√√2n for nЄ N.
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- Q. Cypress River Landscape Supply is a large wholesale supplier of landscaping materials in Georgia. Cypress River's sales vary seasonally; sales tend to be higher in the spring months than in other months.a. Suppose Cypress River estimates a linear trend without accounting for this seasonal variation. What effect would this omission have on the estimated sales trend?b. Alternatively, suppose there is, in fact, no seasonal pattern to sales, and the trend line is estimated using dummy variables to account for seasonality. What effect would this have on estimation? Thank you for providing answer.L:47)Q1. A manufacturing firm has discontinued production of a certain unprofitable product line. This created considerable excess production capacity. Management is considering to devote this excess capacity to one or more of three product 1,2 and 3. The available capacity on the machines which might limit output are given below: Machine type Milling machine Lathe Grinder Available time (in machine hours per week) 250 Milling Lathe Grinder 150 50 The number of machine hours required for each units of the respective product is given below; Machine type Productivity (in machine hours/unit) Product 1 Product 2 8 4 2 2 3 0 Product 3 3 0 1 The unit profit would be 20 birr, 6 birr and 8 birr for products 1,2 and 3. Find how much of each product the firm should produce in order to maximise profit ? Solve the problem by simplex method.
- Question 1 Tide laundry detergent is an example of an SBU for the Procter and Gamble Company. O True O False A Moving to another question will save this response. arch hp f3 f4 fs f6 10 f7 f8 fg #3 & 4 7 8. T Y %24Solve all clean handwriting okQuestion 2: Consider the information given in the Table 2A and complete Table 2B. From the completed Table 2B, use the information to grpahically present the Security Market Line (SML). Compute the slope of this line. Hints: i) ii) When 100% money is invested in asset X (portfolio weight 1), the beta of the portfolio is 0.85 Since the risk-free asset is, well, risk-free, its beta will be zero
- M:26)E3......11. (A12) Palmer Jam Company is a small manufacturer of several different jam products. One product is an organic jam that has no preservatives, sold to retail outlets. Susan Palmer must decide how many cases of jam to manufacture each month. The probability that demand will be 6 cases is .1, for 7 cases it is .3, for 8 cases it is .5, and for 9 cases it is .1. The cost of every case is $45, and the price Susan gets for each case is $95. Unfortunately, any case not sold by the end of the month are of no value as a result of spoilage. How many cases should Susan manufacture each month? (Show your work. You can use MS Excel or MS Word to help) 2. (A8) Leah Johnson, director of Urgent Care of Brookline, wants to increase capacity to provide low-cost flu shots but must decide whether to do so by hiring another full-time nurse or by using part-time nurses. The table on page 705 shows the expected costs of the two options for three possible demand levels. answer part a and part b. A. Using…
- please answer ASAP . Q2 Subject : production and operation managementQUESTION 3 The demand for SMART TVs at Makro adheres to the following probability distribution: Lead Demand per day 1 0.10 0.25 1 2 3 2 3 4 4 Time 4 Probability 0.3 0.2 0.1 0.05 0.60 0.25 0.1 0.05 In order to meet the demands, the store orders 12 TVs whenever the stock level is at 3 units. Management is trying to maintain low inventory levels. The holding cost is R75/unit/day; the ordering cost is R200 per order. The lost sale cost is R100/unit/day and currently, there are 4 units in stock. 1. Simulate a 12-day inventory management scenario, assuming that there is an outstanding order of 6 units that will arrive on day one. NB: show all the steps! 2. Make a brief analysis of the simulation results. 3. What is the daily inventory management cost?Q: Final Reduced Objective Allowable Allowable Cell Name Value Cost Coefficient Increase Decrease $B$5 consider Cake (C) 0 -0.5 4.5 0.5 1E+30 $C$5 consider Dozen Cookies (D) 10 0 10 1E+30 1 what does the value minus .5 for the reduced cost of C mean (other than it is the change in thevalue of the coefficient in the objective function so that the solution includes a positive amountof C)?
