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develope a space matrix for macdonalds. Below are the instructions.
The steps required to develop a SPACE Matrix are as follows:
1. Select a set of variables to define financial position (FP), competitive position (CP),
stability position (SP), and industry position (IP).
2. Assign a numerical value ranging from +1 (worst) to +7 (best) to each of the variables
that make up the FP and IP dimensions. Assign a numerical value ranging
from -1 (best) to -7 (worst) to each of the variables that make up the SP and CP
dimensions. On the FP and CP axes, make comparison to competitors. On the IP
and SP axes, make comparison to other industries.
3. Compute an average score for FP, CP, IP, and SP by summing the values given to
the variables of each dimension and then by dividing by the number of variables
included in the respective dimension.
4. Plot the average scores for FP, IP, SP, and CP on the appropriate axis in the SPACE
Matrix.
5. Add the two scores on the x-axis and plot the resultant point on X. Add the two scores
on the y-axis and plot the resultant point on Y. Plot the intersection of the new xy point.
6. Draw a directional vector from the origin of the SPACE Matrix through the new
intersection point. This vector reveals the type of strategies recommended for the
organization: aggressive, competitive, defensive, or conservative.
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- .. 4.53 Thirteen students entered the business program at Sante Fe College 2 years ago. The following table indicates what each student scored on the high school SAT math exam and their grade-point averages (GPAS) after students were in the Sante Fe program for 2 years: Student A B D E F Sat Score 421 377 585 690 608 390 415 GPA 2.90 2.93 3.00 3.45 3.66 2.88 2.15 Student H J K M Sat Score 481 729 501 613 709 366 GPA 2.53 3.22 1.99 2.75 3.90 1.60 a. Is there a meaningful relationship between SAT math scores and grades? b. If a student scores a 350, what do you think his or her GPA will be? c. What about a student who scores 800?Given the following data on inputs and outputs at a work center, determine the cumulative deviation and the backlog for each time period. The beginning backlog is 7. (Negative amounts should be indicated by a minus sign.) Input Period 1 2 3 4 5 6 Planned 200 200 180 190 190 200 Actual 210 200 179 195 193 194 Output Period 1 2 3 4 5 6 Planned 200 200 180 190 190 200 Actual 205 194 177 195 193 200 1 2 3 4 5 6 Input Cumulative Deviation Output Cumulative Deviation Backlog 7Seneca Hill Winery recently purchased land for the purpose of establishing a new vineyard. Management is considering two varieties of white grapes for the new vineyard: Chardonnay and Riesling. The Chardonnay grapes would be used to produce a dry Chardonnay wine, and the Riesling grapes would be used to produce a semidry Riesling wine. It takes approximately four years from the time of planting before new grapes can be harvested. This length of time creates a great deal of uncertainty concerning future demand and makes the decision concerning the type of grapes to plant difficult. Three possibilities are being considered: Chardonnay grapes only; Riesling grapes only; and both Chardonnay and Riesling grapes. Seneca management decided that for planning purposes it would be adequate to consider only two demand possibilities for each type of wine: strong or weak. With two possibilities for each type of wine it was necessary to assess four probabilities. With the help of some forecasts in…
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- 26. XYZ and Co has provided the following data seeking your advice on optimum investment strategy: Net return data (in paise) Investment made at the of selected investments Amount beginning of year available (Lakh) 1 95 80 70 60 70 2 75 65 60 50 40 3 70 45 50 40 90 60 40 40 30 30 Маximum Investment (Lakh) 40 50 60 60 The following additional information is also provided: (i) P, Q, R and S represent the selected investments. (ii) The company has decided to have four-year investment plan. (iii) The policy of the company is that amount invested in any year will remain so until the end of the fourth year. (iv) The values (paise) in the table represent net return on investment of 7 1 till the end of the planning horizon (for example, a rupee invested in investment P at the beginning of first year will grow to { 1.95 by the end of the fourth year, yielding a return of 95 paise). Using the above, determine the optimum investment strategy. (CA, November, 1996)Kpogas produces chairs and tables. Using economic forecast for the next month, Kpogas’ marketing manager has judged that during that period, it will be possible to sell as many chairs or tables as the company can produce. Management must now recommend a production target for next month. That is, how many chairs and tables should be produced if Kpogas’ management wishes to maximize next month’s profit contribution? Making this decision requires a consideration of the following key factors: ● Kpogas’s unit contribution margin is GH¢ 5,000 on each chair that is sold and GH¢ 4,000 on each table that is sold. ● Each product is put through Kpogas’s machining operations in both department A and department B. For next month’s production, the two departments have 150 and 160 hours available time, respectively. Each chair produced uses 10 hours of machining in department A and 20 hours of machining in department B, whereas each table produced uses 15 hours of machining in department A and 10…Ten weeks of data on the Commodity Futures Index are 7.36, 7.41, 7.56, 7.57, 7.61, 7.53, 7.53, 7.71, 7.63, and 7.56. (a) Construct a time series plot. 1 2 3 4 What type of pattern exists in the data? Week 5 The data appear to follow a horizontal pattern. O The data appear to follow a cyclical pattern. O The data appear to follow a trend pattern. O The data appear to follow a seasonal pattern. 6 8.5- 8.3 8.1 7.9+ 7 7.7 7.5- 8 7.3 7.1 6.9 6.7 6.5 + 01 23 4567 7 8 9 10 11 Week 9 8.5- 8.3- 10 8.1 7.9 7.7+ 7.5- 7.3 7.1 6.9 6.7 6.5 0 1 2 Time Series Value 7.36 7.41 7.56 (b) Use trial and error to find a value of the exponential smoothing coefficient a that results in a relatively small MSE. (Round your answers to two decimal places.) 7.57 7.61 7.53 3 4 7.53 7.71 5 67 7 8 9 10 11 Week 7.63 7.56 a = 0.1 Forecast α = 0.3 Forecast J C O Index DIC a = 0.8 Forecast 8.5 8.3- 8.1 7.9 7.7 7.5- 7.3 7.1 6.9 6.7 6.5 0 8.5 T 8.3- 8.1 7.9- 7.7- 7.5 7.3 7.1 6.9- 6.7- 6.5 1 2 3 4 5 678 Week + 0 1 2 3 4 8 9…
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